| 
Earn Value
  Formulas | 
PV (Planned Value) = BCWS (Budgeted Cost of Work
  Scheduled  
EV (Earned Value) = BCWP (Budgeted Cost of Work
  Performed) 
AC (Actual Cost) = ACWP (Actual Cost of Work
  Performed) 
SV = EV – PV (A negative value indicates that project is behind schedule) 
CV = EV – AC (A negative value indicates that project is over budget) 
SPI = EV/PV (Less than 1 is behind schedule) 
CPI = EV/AC (Less than 1 is over budget) 
EAC = AC + (BAC-EV)    Use when
  variances are atypical 
EAC = AC + [(BAC-EV)/CPI]   Use when
  variances are typical 
(Note: This is the same as EAC = BAC/CPI) 
VAC = BAC – EAC 
ETC = BAC – EV   Use when variances are
  atypical 
ETC = (BAC – EV)/CPI   Use when
  variances are typical 
ETC = EAC – AC    Use when
  original estimates were flawed 
TCPI - To complete performance Index 
TCPI = BAC-EV/BAC-AC 
TCP (EAC Based) = BAC-EV/EAC-AC | 
| 
Calculating Slack or Floa     t 
What is Free Float? | 
Critical path is the longest path in the project network diagram and it determines the planned duration. A project can have more than one critical path. Critical path may change during the project life cycle. 
Total Float (also called Slack, Float, or Project
  Float) is the total amount of time an activity can be delayed without
  delaying the project finish date. 
Free Float/Slack is the amount of time an
  activity can be delayed without delaying its successor (following activity). 
  Ø  LS – ES:    Calculates slack with forward pass 
  Ø  LF – EF:    Calculates slack with backwards pass 
Lag Time:  Inserted wait time between
  activities  Lead Time: Overlapping activities, also called paralleling or fast tracking. “Lead In; Lag Out” 
For the activities on the critical path float is zero.  
Free Float – Amount of delay we can afford in a predecessor
  without delaying the early start of successor. | 
| 
Three Point Estimates, or PERT | 
 PERT =
  PROGRAM Evaluation and Review Technique 
Holds schedule and lets cost float 
3 estimates for each task: Optimistic,
  Pessimistic, and Most Likely 
For Beta
  or Normal Distribution 
Mean Estimate = (O + 4*ML + P)/6 
Standard Deviation (s) = (P – O)/6 
For Triangular Distribution 
Mean Estimates = 0+M+P/3 | 
| 
Accuracy of Estimates | 
Order of Magnitude:-25% to +75% 
Budget Estimate:-10% to +25% 
Definitive Estimate:-5% to +10% | 
| 
Channels of Communication | 
Between Team Members = N(N-1)/2 where N is the no
  of  team members | 
| 
Project Selection Financials or project Appraisal | 
NPV (Net
  Present Value) = FV/(1+r)n  
FV= Future Value, r= interest rate, n= no. of
  time periods 
Higher NPV is better 
IRR
  (Internal Rate of Return) = Solve the NPV equation for “r” 
Also called Hurdle Rate 
Higher IRR percentage is better 
BCR
  (Benefit/Cost Ratio) 
Higher BCR is better. 
Beware, exam can call it CBR, where lower is
  better 
ROI
  (Return on Investment) = Earnings/Investment 
Higher ROI is better 
Payback Period = Time to recover cost of the
  project 
Lower payback period is better 
All the Appraisal techniques mentioned above help  in assessing the business justification of the project. | 
Wednesday, January 21, 2015
PMP Formula Key and PMP Concepts
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