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2. A company has the following mutually exlcusive projects to choose from: Year Cash Flow A Cash Flow B -55.000 -24,000 12.80
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Answer #1
Project A
Year cash flow cumulative cash flow
0 -55000
1 12800 12800
2 23100 35900
3 27700 19100 amount to be recovered
4 46400
pay back period = year before final year of recovery+(amount to be recovered/cash flow of final year of recovery) 2+(19100/27700) 2.69
Project A
Year cash flow present value factor @ 14% =1/(1+r)^n r= 14% present value of cash flow = cash flow*PVF at 14%
0 -55000 1 -55000
1 12800 0.877192982 11228.0702
2 23100 0.769467528 17774.6999
3 27700 0.674971516 18696.711
4 46400 0.592080277 27472.5249
NPV = sum of present value of cash flow 20172.006
PI =1+(npv/initial investment) 1+(20172.00/55000) 1.37
IRR=Using IRR function in MS Excel IRR(H4649:H4653) 27.65%
Project B
Year cash flow cumulative cash flow
0 -24000
1 11700 11700
2 11100 22800
3 12600 1200 amount to be recovered
4 5900
pay back period = year before final year of recovery+(amount to be recovered/cash flow of final year of recovery) 2+(1200/12600) 2.10
Project A
Year cash flow present value factor @ 14% =1/(1+r)^n r= 14% present value of cash flow = cash flow*PVF at 14%
0 -24000 1 -24000
1 11700 0.877192982 10263.1579
2 11100 0.769467528 8541.08957
3 12600 0.674971516 8504.6411
4 5900 0.592080277 3493.27364
NPV = sum of present value of cash flow 6802.1622
PI =1+(npv/initial investment) 1+(6802.16/24000) 1.28
IRR=Using IRR function in MS Excel IRR(H4669:H4673) 28.32%
project A B Final selection
pay back period = year before final year of recovery+(amount to be recovered/cash flow of final year of recovery) 2.69 2.10 project B
NPV = sum of present value of cash flow 20172.00595 6802.162201 Project A
IRR=Using IRR function in MS Excel 27.65% 28.32% project B
PI =1+(npv/initial investment) 1.37 1.28 Project A
I will choose project A on the basis of NPV as it is considered the best method of capital budgeting as projects are mutually exclusive
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