PMBOK 7 - Cost & Finance - Free Practice Quiz

Question 1 of 150

What is analogous estimating and when is it MOST appropriate to use?

A A technique that only applies to schedule estimation B A top-down estimating technique that uses historical data from similar past projects to estimate cost or duration — it is most appropriate early in the project when limited detail is available and a rough order-of-magnitude estimate is needed quickly C A statistical method requiring at least 100 data points D A detailed bottom-up technique used during execution

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Question 2 of 150

A PM uses analogous estimating for a new warehouse construction project based on a similar warehouse completed last year for $2M. The new warehouse is 20% larger. What is the analogous estimate?

A $1,600,000 B $4,000,000 C $2,000,000 D $2,400,000 — the PM adjusts the historical cost proportionally for the size difference: $2M x 1.20 = $2.4M; analogous estimating allows for adjustments based on known differences between the reference project and the current project

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Question 3 of 150

What is the primary LIMITATION of analogous estimating?

A Its accuracy depends heavily on how similar the reference project is to the current project — if the projects differ significantly in scope, complexity, technology, or environment, the analogy breaks down and the estimate becomes unreliable B It cannot be used for cost estimation C It requires detailed WBS decomposition D It takes too long to perform

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Question 4 of 150

A PM has historical data from three similar projects: Project A ($1.5M), Project B ($1.8M), Project C ($2.1M). Which approach provides the BEST analogous estimate?

A Analyze all three projects to understand why costs differed, then select or weight the most relevant analogy based on similarity to the current project — considering factors like scope differences, team experience, inflation, and lessons learned from each B Use the average ($1.8M) without analysis C Use only the most recent project D Use the cheapest project to set an aggressive target

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Question 5 of 150

A PM uses analogous estimating at project initiation and produces a rough order of magnitude (ROM) estimate of $500,000. What accuracy range is typically associated with a ROM estimate?

A -25% to +75% — ROM estimates are produced early when limited information is available; the wide range reflects high uncertainty; as the project progresses and more detail emerges, estimates should be refined to narrower ranges through parametric or bottom-up techniques B Exactly $500,000 with no variance C -50% to +50% D -5% to +5%

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Question 6 of 150

How does analogous estimating differ from expert judgment in cost estimation?

A Analogous estimating uses documented historical data from specific past projects as its basis, while expert judgment relies on the experience and intuition of knowledgeable individuals — analogous estimating is more defensible because it references actual data, though both often work together B Analogous estimating does not use any historical information C Expert judgment is always more accurate D They are identical techniques

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Question 7 of 150

A PM is estimating a software project and finds that the only reference project used a completely different technology stack. Should the PM still use analogous estimating?

A No, analogous estimating is invalid if technology differs B The PM should use analogous estimating with caution and significant adjustments — technology differences can dramatically affect cost; the PM should supplement with parametric or expert judgment and clearly document the assumptions and limitations of the analogy C Yes, all software projects are comparable D Technology differences do not affect cost estimates

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Question 8 of 150

What is parametric estimating and how does it differ from analogous estimating?

A Parametric estimating uses a statistical relationship between historical data and project variables (parameters) to calculate cost or duration — unlike analogous estimating which compares entire projects, parametric uses measurable units (cost per square foot, hours per function point) to build estimates mathematically B Parametric estimating is only used for schedule estimation C Parametric estimating uses the same approach as analogous but with more projects D Parametric estimating ignores historical data entirely

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Question 9 of 150

A construction PM uses parametric estimating: $200 per square foot for office buildings. A new 50,000 sq ft office is planned. What is the parametric estimate?

A $200,000 B $50,000,000 C $10,000,000 — Parametric estimate = unit rate x quantity = $200/sq ft x 50,000 sq ft = $10,000,000; this assumes the $200/sq ft rate is validated from historical data for similar office buildings in the same geographic area and market conditions D $1,000,000

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Question 10 of 150

For parametric estimating to be reliable, what two conditions must the statistical model meet?

A The model must use at least 1,000 data points B The model must be validated by an external auditor C The model must be created by the PM and approved by the sponsor D The model must be based on historically accurate data AND the parameters used must be quantifiable and scalable — if either the underlying data is unreliable or the parameters don't scale linearly, the parametric estimate will be inaccurate

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Question 11 of 150

A software PM uses function point analysis as a parametric model. The model shows 800 function points at $600/FP = $480,000. However, the project uses a new programming language the team has never used before. How should the PM adjust the estimate?

A Reduce the function point count B Apply a productivity adjustment factor — while function points measure functionality independent of technology, the COST per function point varies with team experience; the PM should increase the $/FP rate (e.g., to $800/FP) to account for the learning curve, yielding a revised estimate of $640,000 C Switch to analogous estimating entirely D No adjustment needed; function points are language-independent

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Question 12 of 150

A PM combines parametric and analogous estimating. The parametric model estimates $1.2M but is based on limited data. An analogous estimate from a similar project is $1.4M. How should the PM reconcile these?

A Discard both and use expert judgment B Average the two estimates to get $1.3M C Investigate the difference to understand why the estimates diverge — the $200K gap may reveal factors the parametric model doesn't capture (site complexity, regulatory requirements); the PM should use both estimates to define a range and refine by adding the missing factors D Use the parametric estimate because models are more accurate

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Question 13 of 150

A PM uses a parametric model: cost = $50 per line of code. The project estimates 100,000 lines of code. A developer argues this model is flawed. What is the MOST likely criticism?

A 100,000 lines is too many to estimate B Lines of code (LOC) is a poor parameter because it does not account for complexity — 100 lines of complex algorithm code costs far more than 100 lines of simple UI code; better parameters include function points, story points, or use case points that measure functionality and complexity rather than volume C $50 per line is too expensive D Parametric models cannot use LOC

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Question 14 of 150

What is a 'learning curve' in parametric estimating and how does it affect cost estimates for repetitive work?

A Learning curves only apply to educational projects B Learning curves are not used in project management C The learning curve models the phenomenon where the cost (or time) per unit decreases as more units are produced — workers become more efficient with repetition; parametric estimates for repetitive work should apply a learning curve factor that reduces the per-unit rate as cumulative volume increases D Learning curves increase cost over time

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Question 15 of 150

What is bottom-up estimating and when does it produce the MOST accurate results?

A An estimation technique that starts with the project total and allocates to components B Bottom-up estimating decomposes the project into the smallest work packages or activities, estimates each individually, then aggregates them to produce the total project estimate — it is most accurate when the WBS is detailed, the work is well-understood, and estimators have relevant expertise C An estimation approach that requires no WBS D A technique used only for schedule estimation

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Question 16 of 150

A PM uses bottom-up estimating with 200 work packages. Each work package is estimated by the team member who will perform the work. What advantage does this provide over top-down estimating?

A Bottom-up estimates are always lower than top-down estimates B It is faster than top-down estimating C It eliminates the need for management approval D Team members estimating their own work provides greater accuracy because they understand the specific technical requirements, potential challenges, and effort involved — it also increases team commitment to the estimates since they created them, reducing the 'imposed estimate' resistance

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Question 17 of 150

A PM compares three estimates for the same project: Analogous = $2M, Parametric = $2.3M, Bottom-up = $2.5M. The bottom-up is highest. What commonly explains why bottom-up estimates tend to be higher?

A Individual estimators tend to add safety margins to their work package estimates — when these individual buffers are aggregated across hundreds of packages, the total includes a significant amount of 'hidden contingency' that inflates the bottom-up total beyond what top-down methods predict B The other estimates are incorrect C Bottom-up captures costs that other methods miss D Bottom-up estimating always overestimates

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Question 18 of 150

A PM has a project with a well-defined WBS for 80% of the scope but the remaining 20% is undefined. How should the PM estimate the total project cost?

A Use bottom-up estimating for the well-defined 80% and analogous or parametric estimating for the undefined 20% — this hybrid approach provides accuracy where detail exists and a reasonable placeholder where it does not, with a plan to refine the 20% as detail emerges B Use analogous estimating for the entire project C Only estimate the 80% and ignore the rest D Wait until 100% is defined before estimating

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Question 19 of 150

What is three-point estimating and what are the three estimates used?

A Estimates for cost, schedule, and quality B Three estimates from three different team members C Three-point estimating uses Optimistic (O), Most Likely (M), and Pessimistic (P) estimates to calculate a weighted average that accounts for uncertainty — it produces a more realistic estimate than a single point estimate by incorporating the range of possible outcomes D Low, Medium, High based on confidence levels

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Question 20 of 150

Using the PERT (Beta) formula, a work package has O=$10,000, M=$15,000, P=$26,000. What is the expected cost?

A $15,000 B $16,000 — PERT expected value = (O + 4M + P) / 6 = ($10,000 + 4 x $15,000 + $26,000) / 6 = ($10,000 + $60,000 + $26,000) / 6 = $96,000 / 6 = $16,000 C $17,000 D $51,000

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Question 21 of 150

What is the difference between the triangular distribution formula and the PERT (Beta) distribution formula for three-point estimating?

A There is no difference between the two formulas B The triangular formula is more accurate than PERT C PERT uses only two estimates D The triangular formula gives equal weight to all three estimates: (O+M+P)/3, while the PERT formula gives 4x weight to the most likely estimate: (O+4M+P)/6 — PERT is generally preferred because the most likely outcome has the highest probability of occurring

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Question 22 of 150

Using three-point estimating, a PM calculates the standard deviation for a work package with O=8 days, M=12 days, P=22 days. What is the standard deviation?

A 12 days B 7 days C 14 days D 2.33 days — Standard deviation (sigma) = (P - O) / 6 = (22 - 8) / 6 = 14 / 6 = 2.33 days; this measures the dispersion of the estimate and is used for probabilistic analysis

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Question 23 of 150

A PM uses three-point estimating for 5 work packages on the critical path and calculates their expected durations and standard deviations. The expected path duration is 50 days. How is the path standard deviation calculated?

A The square root of the sum of the individual variances — path sigma = sqrt(sigma1^2 + sigma2^2 + sigma3^2 + sigma4^2 + sigma5^2); variances (sigma squared) are additive for independent activities, but standard deviations are not directly additive B The largest individual standard deviation C Average of all individual standard deviations D Sum of all individual standard deviations

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Question 24 of 150

A project's critical path has an expected cost of $500,000 with a standard deviation of $30,000. What is the range for a 95% confidence interval?

A $500,000 to $560,000 B $410,000 to $590,000 C $470,000 to $530,000 D $440,000 to $560,000 — a 95% confidence interval is approximately +/- 2 standard deviations from the mean: $500,000 +/- (2 x $30,000) = $500,000 +/- $60,000 = $440,000 to $560,000

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Question 25 of 150

A PM uses three-point estimating and discovers that one work package has O=$50,000, M=$55,000, P=$200,000. The wide pessimistic range concerns the sponsor. What does this spread indicate?

A Pessimistic estimates are always much larger than most likely B The estimator is incompetent C The wide spread between O/M and P indicates significant risk or uncertainty in this work package — something could go very wrong (unknown technology, external dependency, regulatory risk); the PM should investigate the specific risk driving the pessimistic estimate and develop a risk response plan D The PM should replace the pessimistic estimate with a smaller number

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Question 26 of 150

A PM estimates 50 work packages using three-point estimating and calculates the total project expected cost as $2,000,000 with a total standard deviation of $150,000. The sponsor asks: 'What budget should we approve to have a 95% confidence of not exceeding it?' What is the answer?

A $2,300,000 — for 95% confidence (approximately 2 standard deviations above the mean on a one-tailed test, which is actually ~1.645 sigma for one-tailed 95%), but the PMP exam typically uses the approximation of mean + 2 sigma = $2,000,000 + $300,000 = $2,300,000 B $2,450,000 C $2,000,000 D $2,150,000

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Question 27 of 150

When combining three-point estimates with bottom-up estimating, what is the recommended approach?

A Three-point and bottom-up cannot be combined B Use three-point for schedule and bottom-up for cost only C Apply three-point estimating to each individual work package in the bottom-up WBS — this captures uncertainty at the granular level where estimators have the best knowledge of risks and variability, then aggregate using statistical methods (sum means, root-sum-square variances) D Apply three-point estimating only to the project total

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Question 28 of 150

A PM presents a project budget of $1,000,000 based on three-point estimating. A stakeholder asks: 'Is this the most likely cost, the average cost, or the guaranteed cost?' How should the PM respond?

A It is the expected (weighted average) cost with approximately a 50% probability of being sufficient — there is a 50% chance actual costs will be lower and a 50% chance they will be higher; for higher confidence, a contingency reserve calculated from the standard deviation should be added B Three-point estimates do not have probabilities C It is the guaranteed maximum cost D It is the most likely cost

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Question 29 of 150

What are the three fundamental measurements in Earned Value Management (EVM)?

A ROI, NPV, IRR B Planned Value (PV): the budgeted cost of work scheduled to be completed by now; Earned Value (EV): the budgeted cost of work actually completed; Actual Cost (AC): the actual cost incurred for the work completed — these three metrics enable objective performance measurement C Cost, Schedule, Quality D Budget, Forecast, Variance

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Question 30 of 150

A project has BAC=$100,000. At month 6, 45% of the work is planned to be complete and 40% is actually complete. Actual spending is $42,000. What are PV, EV, and AC?

A PV=$42,000, EV=$45,000, AC=$40,000 B PV=$45,000, EV=$40,000, AC=$42,000 — PV = BAC x planned% = $100,000 x 0.45 = $45,000; EV = BAC x actual% complete = $100,000 x 0.40 = $40,000; AC = actual cost incurred = $42,000 C PV=$40,000, EV=$42,000, AC=$45,000 D PV=$100,000, EV=$40,000, AC=$42,000

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Question 31 of 150

What is Cost Variance (CV) and how is it calculated?

A CV = PV - EV B CV = AC - PV C CV = BAC - AC D CV = EV - AC — Cost Variance measures the difference between the budgeted cost of work performed and the actual cost; a positive CV means under budget (good), a negative CV means over budget (bad)

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Question 32 of 150

What is Schedule Variance (SV) and how is it calculated?

A SV = AC - PV B SV = EV - AC C SV = PV - AC D SV = EV - PV — Schedule Variance measures the difference between the budgeted cost of work performed and the budgeted cost of work scheduled; a positive SV means ahead of schedule (good), a negative SV means behind schedule (bad)

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Question 33 of 150

What is the Cost Performance Index (CPI) and what does a CPI of 0.85 mean?

A The project is 85% complete B CPI = EV / AC — it measures cost efficiency; a CPI of 0.85 means for every $1 spent, only $0.85 worth of work was accomplished; the project is over budget and getting only 85 cents of value per dollar spent C The project is under budget by 15% D CPI = AC / EV

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Question 34 of 150

What is the Schedule Performance Index (SPI) and what does an SPI of 1.15 mean?

A SPI = EV / PV — it measures schedule efficiency; an SPI of 1.15 means the project is performing at 115% of the planned rate of progress; more work has been completed than was scheduled by this point in time B SPI = PV / EV C The project will finish 15% early D The project is 15% over budget

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Question 35 of 150

A project has EV=$200,000, PV=$220,000, AC=$210,000. Calculate CV, SV, CPI, and SPI. What is the project's status?

A Over budget AND behind schedule — CV = EV-AC = $200K-$210K = -$10K (over budget); SV = EV-PV = $200K-$220K = -$20K (behind schedule); CPI = 200/210 = 0.95 (95 cents per dollar); SPI = 200/220 = 0.91 (91% of planned progress) B Under budget and behind schedule C Under budget and ahead of schedule D On budget and on schedule

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Question 36 of 150

A project has BAC=$500,000, EV=$200,000, AC=$250,000. CPI=0.80. If future performance continues at the same CPI, what is the Estimate at Completion (EAC)?

A $625,000 — EAC = BAC / CPI = $500,000 / 0.80 = $625,000; this formula assumes the cost inefficiency experienced so far will continue for the remainder of the project; the project is forecasted to exceed the budget by $125,000 B $750,000 C $550,000 D $500,000

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Question 37 of 150

What are the four common EAC formulas and when is each used?

A (1) EAC = BAC/CPI (current CPI continues — most common). (2) EAC = AC + (BAC-EV) (remaining work at budgeted rate — original estimate is still valid for remaining work). (3) EAC = AC + Bottom-up ETC (re-estimate remaining work). (4) EAC = AC + (BAC-EV)/(CPI x SPI) (both cost and schedule factors affect remaining work) B There is only one EAC formula C EAC is always BAC divided by CPI D EAC formulas require Monte Carlo simulation

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Question 38 of 150

A project has BAC=$400,000, EV=$160,000, AC=$180,000. The PM believes the initial cost variance was caused by a one-time vendor issue that is now resolved. What EAC formula should the PM use?

A EAC = BAC / CPI B EAC = AC + new bottom-up ETC C EAC = AC + (BAC - EV) = $180,000 + ($400,000 - $160,000) = $180,000 + $240,000 = $420,000 — this formula assumes the remaining work will be completed at the original budgeted rate because the cost variance was an atypical, non-recurring event D Cannot be calculated without CPI

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Question 39 of 150

What is ETC (Estimate to Complete) and how is it related to EAC?

A ETC is the estimated cost to complete the REMAINING work — ETC = EAC - AC; it represents how much more money is needed from today forward to finish the project, which is critical for funding decisions and cash flow management B ETC is the total project budget C ETC and EAC are the same metric D ETC = BAC - EV

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Question 40 of 150

A project has BAC=$300,000. At 50% completion, EV=$150,000 and AC=$180,000. CPI=0.833. What is VAC (Variance at Completion)?

A $0 B -$60,000 — EAC = BAC/CPI = $300,000/0.833 = $360,000; VAC = BAC - EAC = $300,000 - $360,000 = -$60,000; the project is forecasted to overrun the budget by $60,000 if current cost performance continues C $60,000 D -$30,000

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Question 41 of 150

What is the To-Complete Performance Index (TCPI) and what does it measure?

A The schedule efficiency needed to finish on time B TCPI measures the cost performance efficiency that must be achieved on the REMAINING work to meet a specified financial target — it answers: 'How efficiently must we spend every remaining dollar to hit our budget (or EAC) target?' C The current cost efficiency ratio D The ratio of AC to EV

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Question 42 of 150

A project has BAC=$500,000, EV=$200,000, AC=$250,000. What is TCPI(BAC) and what does it indicate?

A 1.00 B 1.20 — TCPI(BAC) = (BAC-EV)/(BAC-AC) = ($500K-$200K)/($500K-$250K) = $300K/$250K = 1.20; this means for every remaining dollar, the team must produce $1.20 of value — a 20% improvement over the current CPI of 0.80, which may be difficult to achieve C 0.80 D 0.60

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Question 43 of 150

A project has BAC=$400K, EV=$200K, AC=$220K, EAC=$440K. Calculate TCPI(EAC). What does it tell management?

A TCPI(EAC) = 1.00 B TCPI(EAC) = (BAC-EV)/(EAC-AC) = ($400K-$200K)/($440K-$220K) = $200K/$220K = 0.91; this means the team must perform at 91% efficiency (CPI=0.91) on remaining work to meet the revised EAC — this is achievable since the current CPI is also approximately 0.91 C TCPI(EAC) = 0.50 D TCPI(EAC) = 1.10

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Question 44 of 150

A PM reviews EVM data: CPI=0.92, SPI=0.88, TCPI(BAC)=1.15. The sponsor asks if the project can meet the original budget. What should the PM advise?

A The sponsor should reduce the budget B Yes, the team just needs to work harder C TCPI above 1.0 is normal and achievable D Meeting the original budget is unlikely — TCPI(BAC)=1.15 requires 15% better cost efficiency than the original plan while current CPI is only 0.92 (8% worse); a 25% swing in performance is very difficult to achieve, especially since the project is also behind schedule (SPI=0.88), which may drive additional costs

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Question 45 of 150

A project has completed 6 months of a 12-month timeline. EVM data: BAC=$1,200,000, PV=$600,000, EV=$540,000, AC=$590,000. Calculate all key EVM metrics.

A CV = EV-AC = -$50,000 (over budget); SV = EV-PV = -$60,000 (behind schedule); CPI = 540/590 = 0.915; SPI = 540/600 = 0.900; EAC = BAC/CPI = $1,311,475; ETC = EAC-AC = $721,475; VAC = BAC-EAC = -$111,475; TCPI(BAC) = (1200-540)/(1200-590) = 660/610 = 1.082 B The project is on track C EVM cannot assess a project at the midpoint D The project is under budget

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Question 46 of 150

At what project completion percentage does CPI typically stabilize and become a reliable predictor of final cost performance?

A 75% complete B 5-10% complete C CPI never stabilizes D 20% complete — research shows that CPI stabilizes after approximately 20% of the project is complete; after this point, CPI rarely changes by more than 10%, making it a reliable predictor of final cost performance; this is why early CPI monitoring is critical

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Question 47 of 150

A PM uses the EAC formula that incorporates both CPI and SPI: EAC = AC + (BAC-EV)/(CPI x SPI). With BAC=$800K, EV=$400K, AC=$450K, CPI=0.889, SPI=0.870, what is the EAC?

A $1,200,000 B $967,566 — EAC = AC + (BAC-EV)/(CPI x SPI) = $450K + ($800K-$400K)/(0.889 x 0.870) = $450K + $400K/0.773 = $450K + $517,566 = $967,566; this formula accounts for both cost inefficiency and schedule delays increasing remaining costs C $900,000 D $800,000

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Question 48 of 150

SPI has a known limitation: it always approaches 1.0 as the project nears completion, even for severely delayed projects. Why does this happen?

A Because at project completion, all planned work is eventually completed (EV = BAC) and all planned value has been earned (PV = BAC), so SPI = EV/PV = BAC/BAC = 1.0 — this happens regardless of how late the project finishes, making SPI unreliable in late project stages B SPI calculations become more accurate over time C Projects always catch up near the end D This is a calculation error

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Question 49 of 150

A PM tracks EVM monthly. In Month 1, CPI=1.05. Month 2, CPI=0.98. Month 3, CPI=0.91. Month 4, CPI=0.85. What trend should concern the PM?

A The PM should wait for CPI to stabilize before acting B Normal fluctuation; no concern needed C The steadily declining CPI trend indicates a systemic cost problem that is worsening — each month, the team is less cost-efficient; the PM should investigate root causes immediately (scope creep, poor estimates, resource issues, rework) before the trend becomes irreversible D CPI always decreases over time

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Question 50 of 150

A project shows CPI=1.10 (under budget) but SPI=0.75 (significantly behind schedule). What does this combination likely indicate?

A The project is spending less because it is accomplishing less work than planned — the favorable CPI may be misleading because the cost savings are a symptom of the schedule delay (less work done = less money spent), not genuine efficiency; when the team catches up on schedule, costs will likely increase B The project should continue at this pace C CPI and SPI cannot move in opposite directions D The project is performing well overall

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Question 51 of 150

What is the difference between a contingency reserve and a management reserve in project budgeting?

A Management reserve is always larger than contingency reserve B Contingency reserve covers identified risks (known unknowns) and is part of the cost baseline controlled by the PM; management reserve covers unforeseeable events (unknown unknowns) and is outside the cost baseline, controlled by management — together they form the total project budget C Contingency reserve is for schedule and management reserve is for cost D They are the same type of reserve with different names

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Question 52 of 150

A project has a cost estimate of $400,000 and a contingency reserve of $50,000. What is the cost baseline?

A $450,000 — the cost baseline = cost estimate + contingency reserve; it is the approved budget against which cost performance is measured; contingency reserve is included in the baseline because it covers identified risks that are expected to be managed within the project's approved budget B $50,000 C $350,000 D $400,000

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Question 53 of 150

A project budget structure shows: Activity estimates ($300K) + Contingency reserve ($40K) = Cost baseline ($340K) + Management reserve ($20K) = Project budget ($360K). What level of funding authorization is needed from the sponsor?

A $300,000 (activity estimates only) B $40,000 (contingency reserve only) C $340,000 (cost baseline only) D $360,000 (the full project budget) — the sponsor authorizes the total budget including management reserve; however, the PM's performance is measured against the cost baseline ($340K), and management reserve requires separate approval from management when needed

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Question 54 of 150

How is contingency reserve typically calculated?

A A fixed percentage of the project budget (always 10%) B The PM chooses any amount they want C Contingency reserve equals the management reserve D Through quantitative risk analysis — typically by summing the Expected Monetary Values (EMV) of identified risks, using Monte Carlo simulation to determine the appropriate confidence level, or applying a percentage based on project complexity and historical data

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Question 55 of 150

During project execution, a risk identified in the risk register materializes. The risk response costs $15,000 from the $50,000 contingency reserve. What happens to the cost baseline?

A The contingency reserve must be replenished to $50,000 B The cost baseline decreases by $15,000 C The cost baseline increases by $15,000 D The cost baseline remains unchanged at its original amount — contingency reserve is PART of the baseline, so using it does not change the baseline; the PM tracks contingency drawdown separately, and the remaining contingency is $35,000

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Question 56 of 150

An unforeseen event occurs that was NOT in the risk register. The PM needs $25,000 to address it. Where should this funding come from?

A Contingency reserve B The project sponsor's department budget C Management reserve — since the event was unforeseen (unknown unknown) and not in the risk register, it falls outside the scope of contingency reserve; the PM must request management approval to access management reserve, and using it requires a change to the cost baseline D The PM's personal funds

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Question 57 of 150

A PM notices that contingency reserve is being used faster than expected. After 40% of the project, 70% of the contingency is consumed. What should the PM do?

A Request more contingency reserve immediately B Analyze why contingency is being consumed rapidly — determine if risks are materializing at a higher rate than expected, if risk response costs were underestimated, or if contingency is being used for non-risk expenses; based on the analysis, request additional contingency or implement stronger risk controls C Stop using contingency reserve D Continue as planned; contingency is meant to be used

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Question 58 of 150

A project is 80% complete. No major risks remain and only $5,000 of the $50,000 contingency reserve has been used. What should happen to the unused contingency?

A The unused contingency should be released back to the organization — with 80% of work complete and no major remaining risks, the $45,000 of unused contingency can be returned to the portfolio or organizational budget; hoarding unused contingency ties up funds that could be used elsewhere B Transfer it all to management reserve C Carry it forward to the next project D The PM should spend it to avoid losing budget allocation

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Question 59 of 150

How does the concept of 'funding limit reconciliation' relate to project budgets and reserves?

A Funding limits only apply to government projects B The PM can spend the entire budget at any time C Funding limit reconciliation ensures that planned expenditures align with the organization's periodic funding availability — even if the project budget is approved at $500K, the organization may only authorize spending $50K per month; the PM must ensure the cost baseline's time-phased spending fits within these funding constraints D Funding limits are irrelevant to project budgets

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Question 60 of 150

A PM creates an S-curve showing cumulative planned expenditure over the project timeline. What does the S-curve represent and why is it useful?

A S-curves are only used in manufacturing B The S-curve shows the project scope C The S-curve shows team productivity D The S-curve is the time-phased cost baseline plotted cumulatively — it shows slow spending early (planning), accelerating spending mid-project (peak execution), and decelerating spending late (closeout); it is used to compare actual spending against planned spending and to manage cash flow

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Question 61 of 150

A project has a Budget at Completion (BAC) of $1,000,000. The PM calculates contingency reserve at 12% of the cost estimate and management reserve at 5% of the cost baseline. What is the total project budget?

A First, the cost estimate is the base: if BAC includes contingency, then we need to work backwards. If $1M is the cost estimate before reserves: contingency = 12% x $1M = $120K; cost baseline = $1M + $120K = $1,120K; management reserve = 5% x $1,120K = $56K; total project budget = $1,120K + $56K = $1,176,000 B $1,170,000 C $1,120,000 D $1,000,000

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Question 62 of 150

A project manager uses Earned Value Management and reports EAC = $550,000 against a BAC of $500,000. The project has $60,000 in contingency reserve (part of the $500,000 baseline) and $40,000 in management reserve. Should the PM be concerned?

A EAC should always equal BAC B The contingency reserve covers the entire overrun C No, the total budget of $540,000 covers the EAC D The EAC of $550,000 exceeds the cost baseline ($500,000) by $50,000 but is within the total project budget ($500,000 + $40,000 management reserve = $540,000) — wait, $550K exceeds even the total budget; the PM needs to either improve performance, reduce scope, or request additional funding of $10,000

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Question 63 of 150

A PM reports that the project will use $30,000 of management reserve to address an unforeseen regulatory requirement. How does this affect the cost baseline?

A The cost baseline increases by $30,000 — when management reserve is approved for use, it is transferred to the cost baseline through a formal change control process; the new cost baseline becomes the previous baseline plus $30,000, and the management reserve decreases by the same amount B Management reserve cannot be added to the baseline C The cost baseline is unchanged D Both the baseline and management reserve increase

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Question 64 of 150

What is the relationship between risk management and contingency reserve sizing?

A Contingency reserve is determined independently of risk management B Contingency reserve should be directly derived from the risk register — each identified risk has a probability and impact; quantitative risk analysis (EMV, Monte Carlo) converts these into a dollar amount that becomes the basis for contingency reserve; as risks are retired or new risks emerge, the reserve should be adjusted accordingly C Contingency reserve replaces the need for risk management D All risks should be funded from management reserve

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Question 65 of 150

An organization requires all projects to carry a 10% management reserve regardless of project risk profile. A low-risk internal project and a high-risk innovation project both have $1M budgets and thus both carry $100K management reserve. What is wrong with this approach?

A Management reserve should be higher than 10% for all projects B Nothing; standardized reserves are efficient C 10% is always the correct amount D A fixed percentage ignores project-specific risk profiles — the low-risk project likely needs less management reserve while the high-risk project likely needs more; management reserve should be sized based on the project's risk assessment, complexity, and uncertainty, not a blanket organizational policy

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Question 66 of 150

A project has the following EVM data: BAC=$600K, PV=$300K, EV=$270K, AC=$310K. The PM needs to present a comprehensive status report. What should the report include?

A Only the total amount spent so far B CV=-$40K (over budget), SV=-$30K (behind schedule), CPI=0.871 (87 cents per dollar), SPI=0.900 (90% of planned progress), EAC=$689K (BAC/CPI), ETC=$379K, VAC=-$89K, TCPI(BAC)=1.138 — plus trend analysis comparing these metrics to previous reporting periods C Only the current CPI and SPI D The schedule status only

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Question 67 of 150

A project has CPI=1.05 and SPI=0.80. The sponsor asks: 'Are we in good shape since we are under budget?' Why is this interpretation dangerous?

A Being under budget while significantly behind schedule likely means the cost savings come from NOT doing planned work — the project is spending less because it is accomplishing less; when the team catches up on the delayed work, costs will likely increase and CPI will drop; the schedule delay is the real concern B CPI is the only metric that matters C The sponsor's interpretation is correct D SPI of 0.80 is acceptable

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Question 68 of 150

A project is 25% complete. CPI=0.85 and is declining. The PM calculates TCPI(BAC)=1.22. A team lead suggests 'working smarter' to improve efficiency by 22%. Is this realistic?

A The PM should ignore TCPI and focus on CPI B No — research consistently shows that CPI rarely improves by more than 10% once a project is 20% complete; a required 22% improvement from the current level is extremely unlikely; the PM should recommend re-baselining with a realistic EAC rather than pursuing an unachievable target C CPI can be improved by any amount with enough effort D Yes, 22% improvement is achievable with better processes

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Question 69 of 150

A PM uses EVM on an agile project. The project has 200 story points total (BAC=$200,000 at $1,000/point). After Sprint 5, 80 points are complete and $90,000 has been spent. What are the EVM metrics?

A EVM cannot be applied to agile projects B Only velocity matters in agile, not EVM C PV depends on the planned points for Sprint 1-5; EV = 80 points x $1,000 = $80,000; AC = $90,000; CPI = 80/90 = 0.889; if the plan was 100 points by Sprint 5, then PV = $100,000 and SPI = 80/100 = 0.800 — EVM works on agile projects by converting story points to monetary value using the average cost per point D All metrics are 1.0 for agile projects

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Question 70 of 150

A PM calculates two EAC values: EAC1 = BAC/CPI = $625,000 and EAC2 = AC + (BAC-EV)/(CPI x SPI) = $700,000. Why are they different and which should the PM use?

A EAC1 assumes only cost inefficiency continues, while EAC2 assumes both cost AND schedule inefficiency continue to drive costs — the PM should use EAC2 when schedule delays are causing cost increases (overtime, extended overhead) and EAC1 when the schedule has no cost impact B Use the lower number to appear more favorable C Always use EAC1 because it is simpler D Average the two values

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Question 71 of 150

What is the Budget at Completion (BAC) and can it change during the project?

A BAC is always equal to the actual project cost B BAC is the total authorized budget for the project (the cost baseline) — it should only change through formal change control when approved scope changes, re-baselining, or management reserve transfers modify the cost baseline; uncontrolled BAC changes undermine EVM's ability to measure performance C BAC is set by the finance department and never changes D BAC changes every time costs are incurred

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Question 72 of 150

A PM is deciding whether to re-baseline the project after significant scope changes. What factors should the PM consider?

A Re-baseline when the current baseline no longer represents a meaningful performance benchmark — typically after cumulative approved changes exceed 10-15% of the original baseline; the PM should weigh the benefit of a meaningful measurement baseline against the loss of historical performance traceability B Re-baseline at every project milestone C Re-baseline whenever CPI drops below 1.0 D Never re-baseline under any circumstances

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Question 73 of 150

A PM presents EVM data showing CPI=0.95 and SPI=1.05. The sponsor says this is acceptable. Is the sponsor's assessment correct?

A CPI must equal 1.0 to be acceptable B SPI above 1.0 is always good C Yes, these are within normal parameters D The metrics appear acceptable but the PM should also consider: the trend direction (is CPI declining or improving?), the project phase (early CPI issues compound), the absolute dollar values (5% on a $10M project is $500K), and whether SPI > 1 masks selective work sequencing (doing easy work first)

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Question 74 of 150

What is 'Earned Schedule' (ES) and why was it developed?

A Earned Schedule only applies to agile projects B Earned Schedule is another name for SPI C Earned Schedule replaces all EVM metrics D Earned Schedule converts traditional SPI into time-based units — it was developed because traditional SPI (EV/PV) becomes unreliable near project end (converges to 1.0); Earned Schedule calculates how many time periods of work have been 'earned' and compares to actual time elapsed, providing accurate schedule performance throughout the entire project

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Question 75 of 150

A PM tracks cost and schedule performance metrics. The project shows: positive CV (under budget), positive SV (ahead of schedule), CPI > 1.0, SPI > 1.0. Is this always good news?

A The PM should increase the budget if CPI > 1.0 B Yes, all positive metrics always indicate a healthy project C Not necessarily — the PM should verify: is quality being maintained (under budget could mean cutting corners)? Is the scope being fully delivered (ahead of schedule could mean skipping requirements)? Are metrics based on accurate measurement (percent complete might be overstated)? Good EVM numbers with poor quality or incomplete scope is a false positive D Positive EVM metrics guarantee project success

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Question 76 of 150

A PM manages a $2M project. At 30% completion, EVM shows: EV=$600K, AC=$650K, PV=$700K. Calculate all EVM metrics and provide a comprehensive assessment.

A CV=+$50K (under budget) B Cannot be calculated at 30% completion C CV=-$50K (over budget 7.7%), SV=-$100K (behind schedule 14.3%), CPI=0.923, SPI=0.857, EAC=$2,167K (BAC/CPI), ETC=$1,517K, VAC=-$167K, TCPI=1.037 — the project is both over budget and behind schedule; the schedule delay (SPI=0.857) is more concerning than the cost overrun (CPI=0.923) D The project is in good shape

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Question 77 of 150

A PM is asked to forecast the project completion date using EVM. The original project duration is 12 months. At month 6, SPI=0.80. What is the forecasted project duration?

A 15 months — if SPI remains at 0.80, the forecasted duration = Original Duration / SPI = 12 / 0.80 = 15 months; the project is expected to take 3 additional months; however, this simple formula is an approximation and becomes less reliable near project end due to SPI convergence B 24 months C 9.6 months D 12 months (unchanged)

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Question 78 of 150

A PM observes that a project's CPI has been consistently between 0.90 and 0.93 for the last 5 reporting periods. The PM proposes re-estimating the remaining work bottom-up rather than using CPI-based forecasting. When is this approach appropriate?

A Bottom-up re-estimation (EAC = AC + new ETC) is appropriate when: the original estimates are fundamentally flawed, the remaining work is significantly different from completed work, major changes have occurred that invalidate CPI as a predictor, or the PM has specific knowledge about remaining work that CPI cannot capture B Always; bottom-up is always more accurate C Only when CPI equals exactly 1.0 D Never; CPI-based forecasting is always superior

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Question 79 of 150

A government project requires reporting Cost Performance Baseline (CPB) separately from CPI. What is CPB and how does it differ from standard CPI?

A CPB and CPI are identical metrics B CPB is only used in agile projects C CPB evaluates cost performance against the original baseline before any approved changes, while CPI measures against the current baseline (which may have been updated through change control) — CPB reveals the total cost growth including all approved changes, providing a complete picture of cost evolution from the original plan D CPB replaces CPI in all government reporting

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Question 80 of 150

A PM uses the EAC formula with SPI factor: EAC = AC + (BAC-EV)/(CPI x SPI). Under what circumstances would this produce a significantly different result from EAC = BAC/CPI?

A The SPI formula always produces a lower EAC B They always produce the same result C The formulas diverge only when CPI = 1.0 D The CPI x SPI formula produces a significantly higher (worse) EAC when SPI is well below 1.0 — the SPI component increases remaining cost estimates by accounting for schedule delay costs such as extended overhead, resource retention, and delayed revenue; the larger the schedule delay, the greater the divergence between the two formulas

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Question 81 of 150

A PM needs to explain to a non-technical stakeholder why the project should not be cancelled even though CPI=0.88. The project has delivered $440,000 of value (EV) against $500,000 spent (AC). What argument supports continuing?

A Past spending is irrelevant to project decisions B CPI=0.88 is too low; cancel the project C CPI always improves in the second half of projects D The sunk cost ($500K) cannot be recovered, so the decision should be based on the remaining work's value proposition — if the project's business benefits still exceed the cost to complete (ETC), continuing is justified; the PM should present the ETC vs. remaining benefits analysis, not dwell on past performance

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Question 82 of 150

What is the difference between Work Performance Data, Work Performance Information, and Work Performance Reports in the context of EVM?

A They are three names for the same thing B Only Work Performance Reports are used in EVM C Work Performance Data is raw measurements (actual costs, percent complete); Work Performance Information is analyzed metrics derived from data (CV, SV, CPI, SPI, EAC); Work Performance Reports are formatted deliverables that communicate information to stakeholders (dashboards, status reports, variance analysis) — each represents a higher level of processing D Work Performance Data includes CPI and SPI

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Question 83 of 150

A PM calculates that TCPI(BAC)=1.35 for a project that is 40% complete. The management team insists on meeting the original budget. What should the PM recommend?

A Commit to meeting the budget as requested B Ignore TCPI and focus only on CPI C Explain that TCPI of 1.35 means every remaining dollar must produce $1.35 of value — a 35% efficiency improvement from current levels is virtually impossible based on historical EVM research; recommend either formally revising the budget (re-baselining to a realistic EAC) or significantly reducing scope to fit within the remaining budget D Simply work harder to achieve 1.35 efficiency

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Question 84 of 150

In EVM, what does a positive Schedule Variance (SV) that has been consistently positive for the last 6 months suddenly turning negative indicate?

A SV always fluctuates and this is normal B The project is complete C A calculation error D The project has shifted from being ahead of schedule to behind schedule — possible causes include: a difficult phase has been reached, resource availability has changed, dependencies from other projects are causing delays, or the team has been deferring complex work and is now confronting it

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Question 85 of 150

A PM is managing 5 projects in a portfolio. Each project reports EVM metrics. How can the PM aggregate EVM data for portfolio-level reporting?

A Portfolio-level EVM is not possible B Use only the worst-performing project's metrics C Average the CPI values of all 5 projects D Sum the EV, PV, and AC across all projects, then calculate portfolio-level metrics — Portfolio CPI = total EV / total AC, Portfolio SPI = total EV / total PV; this weighted approach ensures larger projects have proportionally more influence on portfolio metrics than smaller ones

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Question 86 of 150

A PM is developing the project budget. What is the correct sequence of steps from cost estimation to budget approval?

A Estimate activity costs (bottom-up or parametric) -> aggregate into work package costs -> add contingency reserve to create the cost baseline -> add management reserve to create the project budget -> time-phase the baseline into an S-curve for cash flow -> obtain sponsor approval B Only one step is needed: set the total budget C Set a budget amount and work backward to activity estimates D Budget approval comes before cost estimation

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Question 87 of 150

A project sponsor imposes a budget ceiling of $2M, but the bottom-up estimate shows $2.4M. How should the PM reconcile this $400K gap?

A Present the gap transparently with options: reduce scope to fit $2M (identify which deliverables to cut), optimize costs through value engineering (same scope at lower cost), accept higher risk (reduce contingency reserve), phase the project (deliver core scope in Phase 1 at $2M, remaining in Phase 2), or negotiate a higher budget with business case justification B Accept the $2M budget and hope for the best C Ignore the bottom-up estimate and use $2M D Add the $400K as management reserve

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Question 88 of 150

A PM uses vendor quotes to estimate procurement costs. Three vendors quote: $80K, $95K, $120K. How should the PM use these quotes in the cost estimate?

A Analyze all three quotes to understand the range: investigate why they differ (scope interpretation, quality, timeline, risk allocation); use the most realistic quote based on alignment with project requirements; include the range in the estimate's uncertainty analysis and factor the variance into contingency reserve B Use the highest quote ($120K) to be safe C Use the average ($98.3K) D Use the lowest quote ($80K) to minimize the budget

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Question 89 of 150

What is a 'control account' in cost management and how does it relate to the WBS?

A A control account tracks only cost, not schedule B Control accounts are only used in agile projects C A bank account for project funds D A control account is a management control point in the WBS where scope, schedule, and cost are integrated for performance measurement — it is assigned to a Control Account Manager (CAM) who is responsible for the work, budget, and performance of that WBS element and its children

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Question 90 of 150

A PM estimates a project using three techniques and gets: Analogous=$1.5M, Parametric=$1.7M, Bottom-up=$1.9M. The PM needs to present a single budget request. What approach reconciles these three estimates?

A Average all three to get $1.7M B Present only the analogous estimate since it is the lowest C Use only the bottom-up since it is the most detailed D Use a reconciliation approach: analyze why each estimate differs, identify what each captures and misses, then present a range ($1.5M-$1.9M) with a recommended point estimate and rationale — typically the bottom-up is most detailed but may include padding; the parametric provides a good cross-check; the analogous validates the order of magnitude

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Question 91 of 150

What is 'cost aggregation' and why is it important in budget development?

A Aggregation means distributing the budget equally across activities B Summarizing costs into one total number C Cost aggregation is only done at project completion D Cost aggregation is the process of summing estimated costs from the work package level through control accounts to the project level — it follows the WBS structure and ensures that the project budget is traceable from the total down to individual work packages, providing transparency and accountability at every level

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Question 92 of 150

A PM uses 'reserve analysis' during project monitoring. At 50% completion, the project has used 30% of its contingency reserve. Is this acceptable?

A Contingency should be 50% consumed at 50% completion B Yes, any amount of reserve usage is fine C It depends on the remaining risk exposure — if 60% of identified risks have been retired and only 40% remain, using 30% of contingency is proportional and acceptable; however, if most risks are still ahead (back-loaded), 30% consumption at 50% completion may leave insufficient reserve for remaining risks D No, reserves should not be used

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Question 93 of 150

A PM discovers that the project's cost estimate did not include inflation adjustment for a 3-year project. Material costs are expected to increase 5% annually. The base material cost is $200,000. What is the impact?

A Add 5% to the total, not annually B The PM must apply year-over-year inflation: Year 1 = $200K, Year 2 = $210K (200K x 1.05), Year 3 = $220.5K (210K x 1.05); total with inflation = $630.5K vs. unadjusted total of $600K — the $30.5K underestimate (5.1%) would result in a cost overrun if not corrected in the budget C Inflation is too small to matter D Inflation only applies to labor costs

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Question 94 of 150

A PM uses 'value engineering' to reduce project costs. How does value engineering work and what must the PM ensure?

A Value engineering means cutting scope to reduce cost B Value engineering always reduces quality C Value engineering is only used in manufacturing D Value engineering analyzes product functions to find lower-cost alternatives that maintain the same functionality and quality — it asks 'Can we achieve the same result for less money?' rather than 'Can we do less?'; the PM must ensure that cost reductions do not compromise functional requirements or quality standards

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Question 95 of 150

A PM negotiates a project budget. The finance department applies a 15% blanket cut to the bottom-up estimate 'because estimates always include padding.' How should the PM respond?

A Accept the cut to maintain the relationship with finance B Let the finance department set all project budgets C Add 15% to all estimates to compensate for future cuts D Push back with evidence: present the estimation methodology, assumptions, and risk analysis that support the bottom-up estimate; offer to jointly review each work package for legitimate reductions rather than accepting an arbitrary cut that creates a budget shortfall and increases the probability of cost overruns

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Question 96 of 150

A PM calculates the project's 'cost of quality' (COQ). What are the four categories of COQ?

A Materials, labor, overhead, and profit B Good quality, bad quality, testing, and rework C Prevention costs (training, process design, quality planning), Appraisal costs (testing, inspection, audits), Internal failure costs (rework, scrap before delivery), and External failure costs (warranty, recalls, reputation damage after delivery) — prevention and appraisal are costs of conformance; failure costs are costs of nonconformance D Fixed, variable, direct, and indirect

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Question 97 of 150

A PM uses 'parametric estimating with regression analysis.' What does regression analysis add to basic parametric estimating?

A Regression analysis replaces all other estimation methods B Regression analysis only works with linear relationships C Regression analysis statistically validates the relationship between the cost driver (parameter) and the cost outcome using historical data — it determines how strongly the parameter predicts cost, quantifies the relationship's accuracy (R-squared), and provides confidence intervals around the estimate D Regression analysis is not used in estimating

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Question 98 of 150

A PM estimates a large project in phases: Phase 1 uses bottom-up estimating ($500K), Phase 2 uses parametric ($800K estimate with +/- 20% range), and Phase 3 uses analogous ($400K rough estimate). How should the PM present the total project budget?

A Present a total of $1,700,000 with differentiated confidence levels: Phase 1 has high confidence (-5%/+10%), Phase 2 has moderate confidence (-20%/+20%), Phase 3 has low confidence (-25%/+75%); the overall project range is approximately $1,360,000 to $2,135,000 depending on how uncertainty is aggregated B Wait until all phases can be estimated bottom-up C Only present Phase 1 since it is the most accurate D Sum all three: $1,700,000 with no uncertainty

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Question 99 of 150

A PM must choose between 'definitive estimate' and 'budget estimate' accuracy levels for a project approaching the execution phase. What accuracy range does each represent?

A Accuracy ranges do not apply to project estimates B A budget estimate has a range of approximately -10% to +25% and is used during early planning; a definitive estimate has a range of approximately -5% to +10% and is used when detailed design or WBS is available — the PM should target a definitive estimate before committing to execution if possible C Both have the same accuracy D Budget estimates are more accurate than definitive estimates

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Question 100 of 150

A PM is asked: 'What is the most important thing about project cost management?' From a PMBOK 7 perspective, what is the best answer?

A Minimizing all project costs B Ensuring the project delivers its intended value within the approved funding constraints — PMBOK 7 emphasizes that cost management serves value delivery; it is not just about spending control but about making informed cost decisions that maximize the project's return on investment while maintaining financial discipline C Spending the entire budget to avoid losing funding D Staying exactly on budget

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Question 101 of 150

A PM evaluates two projects for selection using NPV. Project A costs $100K upfront and returns $30K per year for 5 years at a 10% discount rate. Project B costs $200K upfront and returns $55K per year for 5 years at 10%. Which project has the higher NPV?

A Both have the same NPV B Calculate: Project A NPV = -$100K + $30K x [1-(1.10)^-5]/0.10 = -$100K + $30K x 3.791 = -$100K + $113.7K = $13.7K. Project B NPV = -$200K + $55K x 3.791 = -$200K + $208.5K = $8.5K. Project A has the higher NPV ($13.7K vs $8.5K) C Project A because it costs less D Project B because it has higher annual returns

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Question 102 of 150

A project has an initial investment of $500,000. Annual net cash flows are: Year 1=$150K, Year 2=$180K, Year 3=$200K, Year 4=$170K. At what point is the payback achieved?

A During Year 3 — cumulative cash flows: Year 1=$150K, Year 2=$330K, Year 3=$530K; the $500K investment is recovered between Year 2 ($330K) and Year 3 ($530K); interpolating: ($500K-$330K)/$200K = 0.85 of Year 3, so payback period is approximately 2.85 years B Year 1 C The investment is never recovered D Year 4

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Question 103 of 150

What does a Benefit-Cost Ratio (BCR) of 1.4 indicate about a project?

A For every $1 invested, the project returns $1.40 in benefits — a BCR greater than 1.0 indicates the project's benefits exceed its costs; BCR of 1.4 means a 40% return on investment; projects with higher BCR are generally preferred in portfolio selection B The project costs 40% more than its benefits C The project is 40% over budget D The project is 40% complete

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Question 104 of 150

A PM compares ROI for two projects. Project X: cost $200K, benefit $300K. Project Y: cost $500K, benefit $700K. Which has the higher ROI?

A Both have the same ROI B Project Y because its benefit is larger C Project X has ROI of 100% D Project X has ROI = ($300K-$200K)/$200K = 50%. Project Y has ROI = ($700K-$500K)/$500K = 40%. Project X has the higher ROI (50% vs 40%) — though Project Y generates more absolute profit ($200K vs $100K), Project X generates more return per dollar invested

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Question 105 of 150

What is the Internal Rate of Return (IRR) and how is it used in project selection?

A IRR is the discount rate that makes a project's NPV equal to zero — it represents the project's expected rate of return; projects with IRR exceeding the organization's hurdle rate (minimum acceptable return) are considered financially viable; higher IRR is generally preferred when comparing projects B IRR can only be calculated for one-year projects C IRR is always equal to the organization's cost of capital D IRR is the total return on a project investment

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Question 106 of 150

An organization evaluates three projects: Project A (NPV=$50K, IRR=15%, BCR=1.3), Project B (NPV=$80K, IRR=12%, BCR=1.2), Project C (NPV=$30K, IRR=20%, BCR=1.5). The organization can only fund one project. Which financial metric should be the PRIMARY decision driver?

A All metrics are equally important B Always select highest IRR (Project C) C NPV is generally the PRIMARY financial metric because it measures absolute value creation in dollar terms — Project B creates the most value ($80K); however, the decision should also consider strategic alignment, risk, resource requirements, and the organization's specific financial goals D Always select highest BCR (Project C)

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Question 107 of 150

A project has a sunk cost of $100,000 from a failed Phase 1. The PM must decide whether to proceed with Phase 2 which requires $200,000 and will generate $250,000 in benefits. Should the sunk cost influence the decision?

A The total cost is $300K which exceeds the $250K benefit B No — sunk costs are irrelevant to future decisions because they cannot be recovered regardless of what action is taken; the Phase 2 decision should be based solely on its own costs ($200K) vs. benefits ($250K), yielding a positive net benefit of $50K; proceeding is financially justified C Yes, include the $100K sunk cost in the decision D Cancel the project to avoid further losses

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Question 108 of 150

What is 'opportunity cost' in project selection and why does it matter?

A Opportunity cost equals the project budget B The cost of missed deadlines C Opportunity cost is the value of the best alternative forgone when choosing one project over another — if an organization selects Project A (NPV=$100K), the opportunity cost is the NPV of the next best alternative (Project B NPV=$80K); it represents the value sacrificed by not pursuing the alternative D Opportunity cost is only relevant for non-profit organizations

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Question 109 of 150

A PM uses 'life cycle costing' to evaluate a project. What does life cycle costing include beyond the project budget?

A Life cycle costing is the same as the project budget B Life cycle costing includes ALL costs over the product's entire life: development/project costs, operational costs (maintenance, support, energy), upgrade costs, and disposal/decommissioning costs — a product that is cheap to develop but expensive to operate may have a higher life cycle cost than a more expensive but efficient alternative C Life cycle costing only applies to manufacturing D Only the costs during the project execution phase

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Question 110 of 150

A PM discovers that the project's indirect costs (overhead, facilities, administration) are allocated at 40% of direct labor costs. The project has $300,000 in direct labor. What are the total loaded costs?

A $420,000 — indirect costs = 40% x $300,000 = $120,000; total loaded cost = direct ($300,000) + indirect ($120,000) = $420,000; the PM must ensure cost estimates include indirect cost allocation as defined by the organization's cost accounting methodology B $600,000 C $300,000 D $120,000

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Question 111 of 150

A PM needs to understand the difference between fixed costs and variable costs for budget management. How do they behave differently?

A Variable costs are always controllable; fixed costs are not B Fixed costs remain constant regardless of project output volume (e.g., facility lease, equipment depreciation), while variable costs change proportionally with output volume (e.g., materials, hourly labor) — understanding this distinction helps the PM forecast costs accurately as project scope or duration changes C Fixed and variable costs are the same D Fixed costs always exceed variable costs

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Question 112 of 150

A PM is asked about 'direct costs' versus 'indirect costs.' A team member's salary is 100% dedicated to the project. Is this a direct or indirect cost?

A Indirect cost because it is a salary B Salaries are always indirect costs C It depends on the accounting method D Direct cost — costs that can be directly attributed to a specific project are direct costs; a team member 100% dedicated to the project has their entire salary charged directly to the project; if the same person worked 50% on two projects, their salary would be split proportionally as a direct cost to each

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Question 113 of 150

A PM manages a project with a 'time and materials' (T&M) budget structure. What unique challenge does T&M create for cost management compared to a fixed-price budget?

A T&M has open-ended cost risk — since costs are based on actual hours worked and materials consumed, the total cost is unknown until work is complete; the PM must implement strong controls: rate verification, hours tracking, materials auditing, and a not-to-exceed ceiling to prevent runaway costs B T&M budgets are always cheaper than fixed price C T&M eliminates the need for cost monitoring D T&M budgets cannot exceed the original estimate

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Question 114 of 150

A PM calculates that the project's cost of poor quality (COPQ) is 25% of total project cost. What does this indicate and what should the PM do?

A 25% COPQ means one-quarter of the budget is consumed by failure costs (rework, defects, waste) — this is very high and indicates systemic quality problems; the PM should invest in prevention activities (training, process improvement, quality planning) which typically reduce COPQ significantly because $1 spent on prevention saves $5-10 in failure costs B COPQ cannot be measured C Reduce quality investment to lower COPQ D 25% COPQ is normal and acceptable

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Question 115 of 150

A PM uses 'Earned Value to manage funding drawdowns.' The project's funding comes in quarterly installments. EV=$400K at end of Q2 against PV=$450K. The Q3 funding installment is $150K. What should the PM verify?

A Reduce Q3 spending to $100K to save money B Request all remaining funding immediately C Verify that the Q3 funding ($150K) is sufficient for the planned Q3 spending — since the project is behind schedule (EV < PV), the spending pattern may shift; if catch-up efforts are planned for Q3, actual spending may exceed the $150K installment; the PM should reconcile the cash flow forecast with the funding schedule D Nothing; funding is automatic

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Question 116 of 150

A PM presents an EAC of $1.2M against a BAC of $1M. The sponsor asks: 'How confident are you in this forecast?' What factors affect the confidence level of an EAC forecast?

A EAC confidence depends on: the project's completion percentage (higher % = more actual data = higher confidence), CPI stability (consistent CPI = more reliable forecast), the EAC formula used (bottom-up re-estimate is most reliable but costly), remaining risk exposure, and whether major scope changes are expected B EAC accuracy cannot be assessed C EAC forecasts are always 100% accurate D Only the formula used affects confidence

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Question 117 of 150

A PM is asked whether the organization should use a 'zero-based budget' or an 'incremental budget' for the next project cycle. What is the difference?

A Incremental budgeting only increases budgets B They produce the same result C Zero-based budgeting starts each budget cycle from scratch — every expense must be justified regardless of prior spending; incremental budgeting starts with the previous period's budget and adjusts for changes; zero-based is more rigorous but time-consuming, while incremental is faster but may perpetuate inefficiencies D Zero-based means no budget is allocated

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Question 118 of 150

A PM tracks 'cost performance baseline' on a graph. The x-axis shows time and the y-axis shows cumulative cost. Three lines are plotted: PV (S-curve), EV, and AC. At the current date, AC is above both EV and PV. What does this visual pattern indicate?

A The project is OVER BUDGET (AC > EV, meaning more was spent than the value of work completed) and BEHIND SCHEDULE (EV < PV, meaning less work is completed than planned) — this is the worst-case quadrant where the project is both spending too much and delivering too little B AC above PV means ahead of schedule C The project is under budget and ahead of schedule D The project is on track

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Question 119 of 150

A PM must explain to a junior team member why 'percent complete' is the most critical input to EVM accuracy. Why is this?

A All EVM inputs are equally important B Percent complete does not affect EVM C Because Earned Value (EV) = BAC x percent complete — if percent complete is overstated (optimistic), EV is inflated, making CPI and SPI appear better than reality; this is called the '90% syndrome' where tasks are reported at 90% for weeks; the PM must use objective measurement methods like 0/100, 20/80, or milestone-based measurement D Percent complete is easy to measure objectively

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Question 120 of 150

A PM uses 'Estimate at Completion using the Composite SPI/CPI method' on a project where SPI=0.85 and CPI=0.90. BAC=$1,000,000, EV=$400,000, AC=$444,444. What is the EAC?

A $800,000 B $1,000,000 C $1,111,111 D EAC = AC + (BAC-EV)/(CPI x SPI) = $444,444 + ($1,000,000-$400,000)/(0.90 x 0.85) = $444,444 + $600,000/0.765 = $444,444 + $784,314 = $1,228,758; this reflects both cost inefficiency and schedule delay driving remaining costs higher

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Question 121 of 150

A PM calculates that TCPI(BAC) = 1.50 for a project that is 60% complete. What is the practical implication?

A TCPI above 1.0 always indicates good performance B The budget target is still achievable with effort C Increase resources to achieve TCPI of 1.50 D The original budget is virtually impossible to achieve — TCPI of 1.50 means every remaining dollar must produce $1.50 of value, a 50% efficiency improvement over budget; at 60% complete, this is unrealistic; the PM should formally acknowledge the budget overrun and re-baseline to a realistic EAC

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Question 122 of 150

A PM is reporting on a project where BAC was $500K, but approved changes increased the baseline to $600K. Current: EV=$400K, AC=$420K. Should the PM report CPI against the original or current baseline?

A Always use the original baseline B Ignore baseline changes entirely C Use the higher baseline to make CPI look better D Report against the CURRENT baseline ($600K) for performance measurement — CPI = EV/AC = $400K/$420K = 0.952; the approved changes are legitimate scope additions with authorized budget; measuring against the original baseline would show false overruns for work that was properly approved; however, the PM should also track cumulative approved changes for portfolio reporting

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Question 123 of 150

A PM manages a portfolio with three projects. All three report CPI = 1.0 (on budget). Should the portfolio manager be satisfied?

A CPI = 1.0 for all projects should prompt investigation, not satisfaction — perfect CPI often indicates measurement issues: padding (estimates include built-in slack), misreported percent complete, or costs not yet charged; the portfolio manager should audit the EVM data quality, especially percent complete methodology and cost accrual timing B Yes, all projects are performing perfectly C CPI of 1.0 means no monitoring is needed D All projects should be cancelled since they are too perfect

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Question 124 of 150

A PM needs to decide between two cost estimation approaches for a new, innovative project with no historical data. Neither analogous nor parametric data exists. What approach should the PM take?

A Use expert judgment combined with Delphi technique (multiple independent expert estimates, shared anonymously, iterated to convergence), supplemented by three-point estimating to capture uncertainty — when no historical data exists, structured expert judgment is the best available method, and the wide uncertainty should be clearly communicated B Copy the budget from the most recent project C Refuse to estimate without historical data D Use a random number generator

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Question 125 of 150

A PM is asked to calculate the 'cost of delay' for a project that is running 3 months late. The project's product generates $100,000 per month in revenue. What is the cost of delay?

A $100,000 total B The cost of delay is at least $300,000 — 3 months of delayed revenue at $100,000/month; additionally, costs may include: market share loss to competitors, contractual penalties, extended project overhead, and opportunity cost of resources tied up longer; the total cost of delay often far exceeds the direct revenue loss C The cost of delay is zero since the project budget is unchanged D Cost of delay only applies to manufacturing projects

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Question 126 of 150

A PM uses 'target costing' for a new product development project. How does target costing work?

A Target costing means aiming for the lowest possible cost B Target costing is only used in software development C Estimate costs first, then set the price D Target costing starts with the market price customers will pay, subtracts the desired profit margin to determine the target cost, then designs the product to meet that cost — it reverses the traditional approach of 'cost + margin = price' to 'price - margin = target cost'

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Question 127 of 150

A PM is evaluating a project using the profitability index (PI). The project has a present value of future cash flows of $1,500,000 and requires an initial investment of $1,200,000. What is the PI and what does it mean?

A PI = 1.50 B PI = 0.80 C PI = PV of future cash flows / Initial investment = $1,500,000 / $1,200,000 = 1.25 — for every $1 invested, the project returns $1.25 in present value; a PI greater than 1.0 indicates the project creates value; it is equivalent to a BCR and is used to rank projects when capital is constrained D PI = $300,000

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Question 128 of 150

A PM calculates the total project budget and presents it to the sponsor. The sponsor asks: 'Does this budget include profit?' What is the correct answer for an internal project?

A Profit equals the contingency reserve B Profit is always excluded from project budgets C All project budgets include profit D Internal projects typically do not include profit in the project budget — the project budget covers costs only; profit is realized when the project's product or service generates revenue that exceeds the investment; for external/contracted projects, the budget may include fees and profit margin as separate line items

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Question 129 of 150

A PM discovers a cost calculation error in month 3 that understated AC by $20,000. The corrected data shows: EV=$150K, AC=$170K (corrected from $150K), PV=$160K. How does this correction affect the EVM metrics?

A The correction has no impact since it is a past error B Only correct future data, not historical C All EVM metrics must be recalculated with corrected data: CPI changes from 1.00 to 0.882 ($150K/$170K), CV changes from $0 to -$20K, and EAC worsens significantly; data integrity is foundational to EVM — the PM must correct the error and re-report all affected periods to maintain metric reliability D Round up to ignore the $20K difference

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Question 130 of 150

A PM is managing a project where the team consistently completes work under budget (CPI > 1.0) but the unused funds are being repurposed to fund scope additions without formal change control. Why is this problematic?

A Only the sponsor can add scope B CPI above 1.0 justifies any spending C This circumvents the change control process — scope additions without formal approval mean the project is delivering unauthorized work; EVM metrics become misleading because EV includes unplanned work; the cost baseline no longer represents the approved scope; the PM should enforce change control for ALL scope additions regardless of funding source D Using savings for additional scope is efficient

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Question 131 of 150

A PM uses 'cost trending' to forecast future cost performance. The last 6 months show monthly CV values of: -$5K, -$8K, -$12K, -$15K, -$20K, -$25K. What does this trend indicate?

A Normal fluctuation B An accelerating cost overrun — the monthly variance is increasing each period ($5K, $8K, $12K, $15K, $20K, $25K), indicating a worsening cost problem; if the trend continues, the project faces a cumulative overrun of $85K so far with the rate increasing; immediate root cause analysis and corrective action are needed C The project is recovering D Monthly CV analysis provides no useful information

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Question 132 of 150

What is 'Earned Value Management System (EVMS)' and how does it differ from simply using EVM metrics?

A EVMS is only used by government contractors B EVMS is a comprehensive management system with 32 guidelines (per ANSI/EIA-748) covering: organization, planning and budgeting, accounting, analysis, and revision — it goes beyond calculating metrics to define the entire framework of how earned value is planned, measured, analyzed, and reported across the project C EVMS eliminates the need for a project schedule D EVMS and EVM are the same thing

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Question 133 of 150

A PM manages a $5M project with the following EVM data at month 8 of 16: BAC=$5M, EV=$2.2M, PV=$2.5M, AC=$2.4M. What is the comprehensive financial status and forecast?

A The project is within acceptable tolerances B The project needs only $2.8M more to finish C The project is on budget D CV=-$200K (8.3% over budget), SV=-$300K (12% behind schedule), CPI=0.917, SPI=0.880, EAC=$5.45M (BAC/CPI), VAC=-$450K projected overrun, TCPI(BAC)=1.077 — the project is significantly behind schedule and moderately over budget; at this rate, it will exceed its budget by approximately $450K

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Question 134 of 150

A PM is closing a project and performs final EVM analysis. Final results: BAC=$800K, AC=$820K, all work complete (EV=$800K). What are the final metrics?

A CPI = 1.0 because all work is done B Final CV = EV-AC = $800K-$820K = -$20K (2.5% over budget); CPI = 800/820 = 0.976; SPI = 800/800 = 1.0 (all work done); the project was completed with a modest 2.5% cost overrun — this is within typical project variance and may be considered acceptable depending on organizational thresholds C The project finished under budget D The project was a complete failure

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Question 135 of 150

A PM discovers that the project's EVM shows CPI=0.95 but the project accountant says actual costs are tracking to budget. What might explain this discrepancy?

A One of them must be wrong B The discrepancy likely stems from different measurement bases: EVM measures PERFORMANCE (work accomplished vs cost), while the accountant tracks SPENDING (actual vs. budget cash flow); a project can spend on budget but still have CPI < 1.0 if it accomplished less work than planned — the budget is being spent on time but not producing proportional results C The accountant's data is always more accurate D EVM and accounting always agree

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Question 136 of 150

A PM needs to establish an appropriate 'Management Reserve' for a high-risk innovative project. The cost estimate is $3M with contingency reserve of $400K. What percentage of the cost baseline should management reserve represent for a high-risk project?

A For high-risk innovative projects, management reserve is typically 5-15% of the cost baseline — given the cost baseline of $3.4M (estimate + contingency), management reserve might be $170K-$510K; the exact amount should be justified by the project's risk profile, organizational experience with similar projects, and the degree of innovation/uncertainty B 0% — management reserve is not needed C Exactly 10% in all cases D 100% of the cost baseline

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Question 137 of 150

A project has completed all work. Final EVM: BAC=$1M, EV=$1M, AC=$1.05M. Contingency reserve was $80K (within the $1M BAC). Management reserve was $50K. Actual contingency used: $30K. The $50K overrun used $20K from remaining contingency. Where did the last $30K come from?

A Let's trace: BAC=$1M (includes $80K contingency). AC=$1.05M. Overrun = $50K. Available contingency = $80K - $30K already used = $50K remaining. Overrun of $50K can be covered by the $50K remaining contingency. Wait — if only $20K of the overrun came from contingency, and the total overrun is $50K, then $30K must come from management reserve. Total budget = $1M + $50K MR = $1.05M. The project exactly used its total budget authorization. B The project is $30K over total budget C The PM paid out of pocket D The overrun disappeared

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Question 138 of 150

A PM is asked to compare two projects' financial viability. Project A requires $500K investment and has NPV=$120K over 3 years. Project B requires $300K investment and has NPV=$90K over 3 years. The organization has only $500K available. What should the PM recommend?

A Fund neither project and save the money B Consider funding Project B ($300K, NPV=$90K) and using the remaining $200K for other value-creating investments — Project B's return per dollar (NPV/Investment = 30%) exceeds Project A's (24%); if the remaining $200K can earn even a modest return, the combined portfolio value may exceed Project A alone C Project A because it has the higher NPV D Fund both projects

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Question 139 of 150

A PM calculates that the project's cost baseline must be time-phased for cash flow management. The project has 4 quarters. Q1=$200K, Q2=$350K, Q3=$300K, Q4=$150K. The finance department requires a minimum cash balance of $50K at all times. If funding comes in equal quarterly installments, what is the minimum quarterly installment needed?

A $350,000 per quarter — since Q2 spending is $350K and the minimum cash balance must remain $50K, each quarterly installment must cover the highest-spending quarter; with equal installments of $350K, Q1 surplus ($150K) carries forward to supplement lower installments or maintain the $50K minimum balance B $150,000 per quarter (matching Q4) C $200,000 per quarter (matching Q1) D $250,000 per quarter ($1M/4)

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Question 140 of 150

A PM is managing a project for an external client under a Cost Plus Fixed Fee (CPFF) contract. The project is running 20% over budget. Who bears the cost overrun?

A No one bears it; the contract is voided B The contractor absorbs the overrun C The client bears the cost overrun — in a CPFF contract, the client reimburses ALL allowable costs plus a fixed fee; cost overruns are the client's financial risk, not the contractor's; the contractor's profit (fixed fee) remains the same regardless of actual costs; this is why clients should insist on strong cost monitoring for CPFF contracts D The overrun is split 50/50

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Question 141 of 150

A PM compares three contract types for cost risk distribution: Firm Fixed Price (FFP), Cost Plus Fixed Fee (CPFF), and Time & Materials (T&M). Rank them from most buyer risk to least buyer risk.

A FFP is highest buyer risk B CPFF has the highest buyer risk (buyer pays all cost overruns), T&M has moderate buyer risk (buyer pays actual hours and materials but can set a ceiling), and FFP has the lowest buyer risk (seller bears cost overruns, buyer pays the fixed price regardless of actual costs) C T&M has the lowest buyer risk D All three have equal buyer risk

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Question 142 of 150

A PM determines that the project requires both a fixed-price component (well-defined hardware procurement) and a time-and-materials component (undefined consulting work). What contract strategy should the PM use?

A Wait until all scope is defined before contracting B Use a hybrid contract strategy: FFP for the well-defined hardware procurement (buyer gets cost certainty), and T&M with a not-to-exceed ceiling for the consulting work (flexibility for undefined scope while capping buyer risk) — match the contract type to the certainty level of each scope component C Use T&M for everything to be consistent D Force everything into one FFP contract

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Question 143 of 150

A PM is evaluating the 'cost of capital' for project funding. The organization's weighted average cost of capital (WACC) is 8%. Why is this relevant to project selection?

A WACC has no impact on project decisions B WACC represents the minimum return a project must generate to create value for the organization — projects with returns below WACC actually destroy value because the cost of the money invested exceeds the return generated; WACC is commonly used as the discount rate for NPV calculations and as the hurdle rate for IRR comparisons C Projects should always have returns higher than 20% D WACC only applies to publicly traded companies

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Question 144 of 150

A PM presents a project business case showing: Investment = $1M, Benefits = $1.5M over 5 years, BCR = 1.5, IRR = 18%, NPV = $200K. The CFO asks: 'What about depreciation and tax effects?' Why might these affect the financial analysis?

A Depreciation and taxes don't affect project financials B Only the CFO needs to understand depreciation C Depreciation creates a tax shield (reduces taxable income and therefore tax payments), which increases after-tax cash flows — NPV and IRR calculated on pre-tax cash flows may overstate the tax burden and understate the project's true after-tax returns; the PM should present after-tax NPV and IRR for capital-intensive projects D Depreciation eliminates all taxes

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Question 145 of 150

A PM is asked to evaluate a project using 'discounted payback period' instead of simple payback period. What is the difference?

A Discounted payback is always shorter B Discounted payback ignores future cash flows C They always give the same result D Discounted payback period accounts for the time value of money by discounting future cash flows before calculating when the investment is recovered — it produces a longer payback period than simple payback because future cash flows are worth less in present value terms, providing a more conservative and financially accurate assessment

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Question 146 of 150

A PM is tasked with creating a 'cost management plan.' What key elements should this plan include?

A Units of measure (currency, precision), level of accuracy (estimate ranges by phase), organizational procedure links (WBS, chart of accounts), control thresholds (variance limits that trigger action), earned value rules (measurement method, EAC formula), reporting formats and frequency, and the process for managing cost changes B Only the total budget amount C The cost management plan is the same as the project budget D Cost management plans are optional

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Question 147 of 150

A PM uses 'cost-benefit analysis' to justify a $200K quality improvement initiative. The expected benefits: $50K annual rework reduction, $30K annual warranty cost reduction, and $20K annual customer satisfaction improvement. What is the payback period?

A Payback cannot be calculated for quality initiatives B 10 years C 2 years — annual benefit = $50K + $30K + $20K = $100K per year; payback = investment / annual benefit = $200K / $100K = 2 years; after payback, the initiative generates $100K per year in ongoing savings; BCR = PV of benefits / cost, which would be even more favorable over a multi-year horizon D 1 year

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Question 148 of 150

A PM calculates EVM on a monthly basis. The data shows: EV has been increasing steadily, but AC has been increasing faster than EV for the last 4 months. PV has been tracking close to EV. What is the primary concern?

A AC should always grow faster than EV B The project is ahead of schedule C The primary concern is cost efficiency — AC growing faster than EV means CPI is declining; the project is spending progressively more per unit of work accomplished; while schedule performance is acceptable (EV ≈ PV), the cost trend will lead to a budget overrun if not corrected D EV and PV alignment means no concerns exist

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Question 149 of 150

A PM needs to choose between two schedule compression options for a critical path activity. Option 1: Crash by adding overtime ($5,000 extra cost, saves 3 days). Option 2: Fast-track with another activity ($0 direct cost, saves 3 days, 25% probability of 5-day rework at $2,000/day). Which option has the lower EXPECTED total cost?

A Option 2 because it has no direct cost B Option 1 expected cost = $5,000 (certain). Option 2 expected cost = $0 + (0.25 x 5 x $2,000) = $2,500. Option 2 has lower expected cost ($2,500 vs $5,000). However, Option 2 also has a 25% chance of LOSING the 3-day savings (rework adds 5 days), making Option 1 more predictable — the PM should consider risk tolerance alongside expected value C Both cost exactly the same D Option 1 always has lower expected cost

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Question 150 of 150

A PM is closing the project. Final cost data: BAC=$2M, AC=$1.95M, all deliverables accepted. The PM has $30K remaining in contingency reserve and $50K remaining in management reserve. What should happen to these unused reserves?

A The PM keeps the funds for a future project B Both reserves are added to the project's profit C Unused contingency reserve ($30K) reverts to the organization since it was budgeted for risks that did not materialize; unused management reserve ($50K) also reverts to the organization; the PM should document the reserve usage (or non-usage) as a lessons learned for future projects' reserve estimation accuracy D Reserves cannot remain unused at project close

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