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MS Project -> Earned Value -> Example
   Earned Value Example :

Let’s say, I have a project plan called “EV.MPP”. This project contains just one task called “Installation and Configuration of the server”. Sam is the resource working on this project. Sam’s hourly rate is $10 per hour.

Scenario:
  • Project/Task Start: 7/16/2007
  • Project/Task Finish: 7/27/2007
  • Estimated total duration to complete project: 10 days
  • Estimated work: 80 hours
  • Resource hourly rate: $10
  • Budget cost at completion (BAC) = 80 * $10 = $800
Let’s assume these estimates, I saved as baseline.

Once I saved the baseline, project has been started and entered into execution phase. Sam started working on his task and worked for 5 days and he submitted the actual work as follows:

Actual work done by Sam:
  • 7/16/2007 (Monday): 8 hours
  • 7/17/2007 (Tuesday): 8 hours
  • 7/18/2007 (Wednesday): 2 hours
  • 7/19/2007 (Thursday): 6 hours
  • 7/20/2007 (Friday): 8 hours
Total Actual Work : 32 hours

I updated the project plan with actual work from 7/16 to 7/20. After update, Gantt chart looks as below:





To view Earned value, we have to apply the Earned value table to tracking gantt.

Steps
  • On View menu -> Choose Tracking Gantt
  • View -> Tables -> More Tables -> Earned Value -> Apply

Gantt Chart will looks like below:


Please see below for explanation of EV values obtained from example:




% Work Completed:

Originally estimated work for entire project: 80 hours

Actual work done till status date: 32 hours

Percentage of work completed with respect to original estimation: 32 hours out of 80 hours

(32 * 100)/80 = 40 %



% Completed:

Originally estimated duration of entire project: 10 days

On status date, estimated duration has been calculated: 11 days

(We had less actual work comparatively with original estimation, to complete the entire work, now required 11 days)

Out of 11 days of the work, we completed 5 days of actual work as of Status Date.

(5 * 100)/11 = 45.4545 %

Please note due to rounding, Gantt char is showing as 45 % completed


BAC:

Estimated total duration to complete project: 10 days;

Estimated work: 80 hours;

Resource hourly rate: $10

Budget cost at completion (BAC) = 80 * $10
                                                           = $800


BCWS: BCWS value is original estimated of budgeted cost till Status Date.

Originally estimated work till status date: 40 hours

Resource rate per hours: $10

Originally planned budgeted cost till status date: 40 * $10 =$400


BCWP: BCWP value is based on % completed, so the calculation of BCWP as follows:

Original planned budget for entire project: $800

Percentage of work performed till Status Date (% Completed): 45.4545 %

(45.4545 * 800) / 100 = $363.63



ACWP: ACWP values actual cost incurred till status date.

Actual work performed till status date: 32 hours

Resource rate per hours: $10

Actual cost till status date: 32 * $10 = $320


Cost Variance (CV):  The difference between BCWP and ACWP

CV = $363.63 - $320
      = $43.63

A positive cost variance indicates that the project is on budget

A negative cost variance indicates that the project is under budget, it means more funds need to complete the project.


Schedule Variance (SV): The difference between BCWP and BCWS

CV = $363.63 - $400
      = - $36.37

A positive schedule variance indicates that the project is on time and keeping the estimated schedules

A negative schedule variance indicates that the project is behind the schedules.


Cost per Index (CPI):

CPI = Earned Value / Actual Costs

CPI = BCWP/ACWP
       = $363.63/$320.00
      = 1.1363
      = 1.14


Schedule per Index (SPI):

SPI = Earned Value / Planned Value

CPI = BCWP/BCWS
      = $363.63/$400.00
      = 0.91


Estimated at Completion (EAC): Expected total cost of project based on performance as of status date.

EAC = ACWP + (BAC – BCWP) / CPI
             = $320 + ($800 - $363.63 ) /1.1363
             = $320 + $436.37/1.1363
            = $320 + $ 384.0271
            = $704.02


The complete performance index (TCPI):

TCPI = (BAC-BCWP)/(BAC-ACWP)
             TCPI = ($800 - $363.63)/ ($800 - $320)
             TCPI = 436.37/480
             TCPI = 0.91

A TCPI value is greater than 1, implies good performance of the project

A TCPI value is less than 1, implies poor performance of the project





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