You are the IT Project Manager of a company and there are two projects being considered for selection. Project-I: Developing a website is being considered against Project-II: Developing a Library software. The initial project costs and other details are given below:
Project-I: , , CF: 5,000, 10,000, 10,000, 3,000, 2,000, Salvage Value=1,000,
Project-II: , , CF: 20,000, 10,000, 5,000, 3,000, 2,000, Salvage Value=2,000,
Using the NPV, which project should be selected and why?
Net Present Value, NPV= "\\displaystyle\\sum_{t=0}^n \\frac{R_t}{(1+i)^t}"
t = Time period
Rt = Cash Flow in the time period
i = Interest rate or Discount rate
We need to subtract the initial Capital invested to calculate the true NPV
As given in the problem,
Case - I
Initial Investment = 20000
t = 5
CFt or Rt = 5000, 10000, 10000, 3000, 2000
i = 10%
NPV = CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 - Initial Investment
NPV = 5000/(1.1^1) + 10000/(1.1^2) + 10000/(1.1^3) + 3000/(1.1^4) + 2000/(1.1^5) - 20000
= 3613.94
Case - II
Initial Investment = 30000
t = 5
CFt or Rt = 20000, 10000, 5000, 3000, 2000
i = 10%
NPV = CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 + CF1/(1+.1)^5 - Initial Investment
NPV = 20000/(1.1^1) + 10000/(1.1^2) + 5000/(1.1^3) + 3000/(1.1^4) + 2000/(1.1^5) - 30000
= 3493.73
As we can see that the NPV for first project is better than second project. Hence, pursuing first project is better. This is considering no Salvage value in the project. Normally, Salvage value is not considered to be part of Cash Flow and hence not used in calculation of Net Present Value.
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