Questions: Task 4 - Complete ten (10) missing EVM information in the table provided. EVM, Acronym, Answer, Formulae Actual Cost, Actual Cost, R 1519155,00, Budget at Completion, BAC, R 1534000,00, Cost Performance Index, CPI, , Cost Variance, CV, R 103000,00, CV=EV-AC Earned Value, EV, R 1622155,00, Estimate at Completion, EAC, , Estimate to Complete, ETC, , Planned Value, PV, R 1399155,00, Schedule Performance Index, SPI, , Schedule Variance, SV, ,

To complete the missing EVM (Earned Value Management) information in the table, we need to use the given data and apply the relevant formulas. Let's go through each missing value step by step:

1. Cost Performance Index (CPI):

   • Formula: \(\text{CPI} = \frac{\text{EV}}{\text{AC}}\)
   • Given: EV = R 1,622,155.00, AC = R 1,519,155.00
   • Calculation: \(\text{CPI} = \frac{1,622,155}{1,519,155} \approx 1.068\)

2. Estimate at Completion (EAC):

   • Formula: \(\text{EAC} = \frac{\text{BAC}}{\text{CPI}}\)
   • Given: BAC = R 1,534,000.00, CPI ≈ 1.068
   • Calculation: \(\text{EAC} = \frac{1,534,000}{1.068} \approx 1,436,518.54\)

3. Estimate to Complete (ETC):

   • Formula: \(\text{ETC} = \text{EAC} - \text{AC}\)
   • Given: EAC ≈ R 1,436,518.54, AC = R 1,519,155.00
   • Calculation: \(\text{ETC} = 1,436,518.54 - 1,519,155.00 \approx -82,636.46\)

4. Schedule Performance Index (SPI):

   • Formula: \(\text{SPI} = \frac{\text{EV}}{\text{PV}}\)
   • Given: EV = R 1,622,155.00, PV = R 1,399,155.00
   • Calculation: \(\text{SPI} = \frac{1,622,155}{1,399,155} \approx 1.159\)

5. Schedule Variance (SV):

   • Formula: \(\text{SV} = \text{EV} - \text{PV}\)
   • Given: EV = R 1,622,155.00, PV = R 1,399,155.00
   • Calculation: \(\text{SV} = 1,622,155 - 1,399,155 = 223,000.00\)

Summary of Calculated Values:

• CPI: 1.068
• EAC: R 1,436,518.54
• ETC: R -82,636.46
• SPI: 1.159
• SV: R 223,000.00

These calculations complete the missing EVM information in the table.