The Fence Project #2 (Each question is worth five points) You have been assigned to build a new fence around a garden. The fence will end up forming a square. It will take a day to complete each side. $1,000 has been budged for each side. While originally scheduled to be completed one side at a time, things have changed. The work on the sides can now be processed in parallel. Assume the sides have a finish-to-finish relationship instead of a start-to-finish relationship, so more than one side can be worked on at the same time It is now the end of day 3. Use the following char to calculate PV, EV, AC, BAC, CV, CPI, SV, SPI, EAC, ETC, and VAC Day 2 Status end of Day 3 Complete, spent $1,000 Complete, spent $900 50% done, spent $600 PS--PF 75% done, spent $600 Day 3 Day 4 Activity Side 1 Side 2 Day S- F S-F-PF S- Side 3 Side 4 PS--PF S- Key: S Actual Start, F = Actual Finish, PS = Planned Start, PF Planned Finish Interpretation of Answer We expect to have $3,000 worth of work after 3 days Calculation $1,000 plus $1,000 $3,000 plus $1,000 Answer PV 1. EV 2. AC 3. 4. CV 5. CPI 6. SV 7. SPI 8. EAC 9. ETC 10. VAC The Fence Project #2 (Each question is worth five points) You have been assigned to build a new fence around a garden. The fence will end up forming a square. It will take a day to complete each side. $1,000 has been budged for each side. While originally scheduled to be completed one side at a time, things have changed. The work on the sides can now be processed in parallel. Assume the sides have a finish-to-finish relationship instead of a start-to-finish relationship, so more than one side can be worked on at the same time It is now the end of day 3. Use the following char to calculate PV, EV, AC, BAC, CV, CPI, SV, SPI, EAC, ETC, and VAC Day 2 Status end of Day 3 Complete, spent $1,000 Complete, spent $900 50% done, spent $600 PS--PF 75% done, spent $600 Day 3 Day 4 Activity Side 1 Side 2 Day S- F S-F-PF S- Side 3 Side 4 PS--PF S- Key: S Actual Start, F = Actual Finish, PS = Planned Start, PF Planned Finish Interpretation of Answer We expect to have $3,000 worth of work after 3 days Calculation $1,000 plus $1,000 $3,000 plus $1,000 Answer PV 1. EV 2. AC 3. 4. CV 5. CPI 6. SV 7. SPI 8. EAC 9. ETC 10. VAC