Required information The following information applies to th
Solution
3. Present Value of the projects cash inflows = $3,539,506
Annual Cash inflow = Net Operating Income + Depreciation
= $478,000 + 553,000
= $1,031,000
Present Value of the projects cash inflows
= $1,031,000 x (PVIF 14%,5 Years)
= $1,031,000 x 3.433081
= $3,539,506.48
= $3,539,506 [ Rounded]
4.Projects Net Present Value [NPV] = $774,506
Net Present Value = Present Value of the projects cash inflows - Initial Investment
= $3,539,506 – 27,65,000
= $774,506
5.Projects Profitability Index [PI] = 1.28
Profitability Index [PI] = Present Value of the projects cash inflows / Initial Investment
= $3,539,506 / 27,65,000
= 1.28
6.Projects Internal Rate of Return = %
Internal Rate of Return Factor = Net Initial Investment / Annual Cash Flow
= $27,65,000 / 10,31,000
= 2.68186
From the Present Value Annuity Factor Table, We can find that the discount rate (IRR) corresponding to the factor of 2.68186 for 5 Years Will be approximately 25.14%.
Rounded to 25% (Rounded to nearest whole percent)
