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PGMP · Question #38

A program has a BAC of $1,750,000 and is expected to last two years. The program is currently at the third milestone which represents 35 percent of the program work. As it happens, this program has al

The correct answer is C. Schedule, because the program has a schedule performance index of .88.. Using Earned Value Management (EVM): EV (Earned Value) = 35% × $1,750,000 = $612,500. AC (Actual Cost) = $620,000. PV (Planned Value) = 40% × $1,750,000 = $700,000. SPI (Schedule Performance Index) = EV ÷ PV = $612,500 ÷ $700,000 ≈ 0.875, which rounds to 0.88 - an SPI below 1.0 c

Program Performance Management

Question

A program has a BAC of $1,750,000 and is expected to last two years. The program is currently at the third milestone which represents 35 percent of the program work. As it happens, this program has already spent $620,000 of the budget. Management is concerned that the program may also be slipping on schedule because the program should be forty percent complete by this time. Based on this information which type of performing is present in this scenario?

Options

  • ASchedule, because the program's planned value is only $700,000.
  • BCost, because the program has a cost variance of -7,500
  • CSchedule, because the program has a schedule performance index of .88.
  • DCost, because the program has an estimate to complete of $1,151,429.

How the community answered

(34 responses)
  • A
    3% (1)
  • B
    12% (4)
  • C
    82% (28)
  • D
    3% (1)

Explanation

Using Earned Value Management (EVM): EV (Earned Value) = 35% × $1,750,000 = $612,500. AC (Actual Cost) = $620,000. PV (Planned Value) = 40% × $1,750,000 = $700,000. SPI (Schedule Performance Index) = EV ÷ PV = $612,500 ÷ $700,000 ≈ 0.875, which rounds to 0.88 - an SPI below 1.0 confirms the program is behind schedule. CV (Cost Variance) = EV − AC = $612,500 − $620,000 = −$7,500 (option B is mathematically true but the question asks about what management is CONCERNED about - schedule slippage). CPI = EV ÷ AC = $612,500 ÷ $620,000 ≈ 0.9879; ETC = (BAC − EV) ÷ CPI ≈ $1,151,429 (option D is true but identifies a cost concern). The primary performance issue management flagged is schedule slippage, confirmed by SPI = 0.88.

Topics

#Earned Value Management (EVM)#Schedule Performance Index (SPI)#Program Performance Measurement#Performance Variance Analysis

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