AACE International Certified Cost Professional (CCP) Exam CCP Exam Dumps: Updated Questions & Answers (October 2025)

To calculate the earned hours, you use the formula:

Earned Hours=Total Budgeted Hours×Percent Complete\text{Earned Hours} = \text{Total Budgeted Hours} \times \text{Percent Complete}Earned Hours=Total Budgeted Hours×Percent Complete

Given:

Total Budgeted Hours = 12,000 hours

Percent Complete = 55%

Earned Hours=12,000×0.55=6,600 hours\text{Earned Hours} = 12,000 \times 0.55 = 6,600 \text{ hours}Earned Hours=12,000×0.55=6,600 hours

So, the correct answer isA. 6,600hours.

TheNominal interest rateis the rate of interest before adjusting for compounding within the year. It disregards the effects of compounding periods that occur more frequently than annually. For instance, a nominal rate of 12% compounded monthly would still be referred to as 12%, without taking into account the fact that the effective annual rate would be higher due to monthly compounding. The other options, such as continuous compounding, simple interest, and minimum attractive rate of return (MARR), do account for compounding or are specific types of interest. Therefore, the correct answer isD. Nominal interest rate.

A common technique to approximate the standard deviation, especially in cases where you only have access to the range of data, is to use the formulaRange/4. This method provides a rough estimate of the standard deviation when the data distribution is approximately normal.

Percent complete is a measure used in project management to quantify the progress of a project. It is defined as the earned work hours or dollars for all accounts divided by the budgeted work hours or dollars for all accounts. This metric provides an indication of how much work has been completed in relation to the total planned work.

Option B: Cost to completerefers to the estimated cost required to finish all remaining project work.

Option C: Earned valueis a key metric in Earned Value Management (EVM) that represents the value of the work actually performed.

Option D: Forecastrefers to predicting future project performance and outcomes based on current data and trends.

Therefore,A. Percent completeis the correct answer as it accurately describes the ratio of earned work hours or dollars to budgeted work hours or dollars.

To calculate how many years it will take to earn $400 in interest on $800 at 4% compounded annually, we need to solve for nnn in the future value formula:

FV=PV×(1+i)nFV = PV \times (1 + i)^nFV=PV×(1+i)n

Where:

FVFVFV is the future value ($1,200 = $800 + $400)

PVPVPV is the present value ($800)

iii is the interest rate (4% or 0.04)

nnn is the number of years

1,200=800×(1.04)n1,200 = 800 \times (1.04)^n1,200=800×(1.04)n

Dividing both sides by 800:

1.5=(1.04)n1.5 = (1.04)^n1.5=(1.04)n

Taking the logarithm of both sides:

log⁡(1.5)=n×log⁡(1.04)\log(1.5) = n \times \log(1.04)log(1.5)=n×log(1.04) n=log⁡(1.5)log⁡(1.04)≈12n = \frac{\log(1.5)}{\log(1.04)} \approx 12n=log(1.04)log(1.5)​≈12

Cost Variance (CV)is an EVM metric that indicates whether the project is under or over budget by comparing the earned value to the actual cost.

Key Points:

CV Formula:

CV = BCWP - ACWP

BCWP = 105,000 work hours

ACWP = 110,000 work hours

Calculation:

CV = 105,000 - 110,000 = -5,000 work hours

Interpretation:

A negative CV indicates that the project is over budget, as more work hours were paid for than were earned.

Conclusion:The correct answer isA. BCWP-ACWP = 105,000-110,000 = -5,000because this calculation accurately reflects the cost variance of the project.

Thediscount rateis fundamentally based on inflation and interest rates. It reflects the time value of money, which accounts for the interest rate (reflecting the cost of borrowing money) and the inflation rate (which decreases the purchasing power of money over time). The discount rate is used in discounted cash flow (DCF) analysis to determine the present value of future cash flows.

The weighted average unit cost takes into account both the cost and the quantity:

Weighted Average=∑(Unit Cost×Quantity)∑Quantities\text{Weighted Average} = \frac{\sum (\text{Unit Cost} \times \text{Quantity})}{\sum \text{Quantities}}Weighted Average=∑Quantities∑(Unit Cost×Quantity)​

Multiplying each unit cost by the respective quantity:

(55.00×147)+(34.50×143)+(37.30×462)+(55.00×530)+(40.00×308)+(26.78×45)+(46.59×256)+(75.00×176)+(65.00×80)(55.00 \times 147) + (34.50 \times 143) + (37.30 \times 462) + (55.00 \times 530) + (40.00 \times 308) + (26.78 \times 45) + (46.59 \times 256) + (75.00 \times 176) + (65.00 \times 80)(55.00×147)+(34.50×143)+(37.30×462)+(55.00×530)+(40.00×308)+(26.78×45)+(46.59×256)+(75.00×176)+(65.00×80)

Summing these and dividing by the total quantity:

Weighted Average=20941.6+4933.5+17247.6+29150.0+12320.0+1205.1+11926.1+13200.0+5200.02147\text{Weighted Average} = \frac{20941.6 + 4933.5 + 17247.6 + 29150.0 + 12320.0 + 1205.1 + 11926.1 + 13200.0 + 5200.0}{2147}Weighted Average=214720941.6+4933.5+17247.6+29150.0+12320.0+1205.1+11926.1+13200.0+5200.0​

This gives a weighted average of approximately$47.63, makingB. $47.63the correct answer.

Quantitative data refers to numerical data that can be ordered and ranked, which allows the calculation of measures of central tendency such as means, medians, and modes. Qualitative data, which describes categories or labels, does not allow for such numerical calculations. Thus, the correct answer isA. Only quantitative data can have means, medians, and modes, as these require number rankings.

Consideration:Each party must bring something of value to the agreement.

Competent Parties:The parties involved must be legally able to contract.

Legality of Purpose:The purpose of the contract must be lawful.

An "Agent" is not a requirement for forming a contract. An agent may act on behalf of one party, but their existence or role is not a requisite for a valid contract. Thus, the correct answer is D. Agent.