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Ranking Investment Proposals:Payback Period, Accounting Rate of Return, and Net Present Value Presented is information pertaining...

Ranking Investment Proposals:Payback Period, Accounting Rate of Return, and Net Present Value
Presented is information pertaining to the cash flows of three mutually exclusive investment proposals:

Proposal X Proposal Y Proposal Z
Initial investment $81,000 $81,000 $81,000
Cash flow from operations
Year 1 80,000 40,500 81,000
Year 2 1,000 40,500
Year 3 41,000 41,000
Disinvestment 0 0 0
Life (years) 3 years 3 years 1 year

Select the best investment proposal  using the payback period, the accounting rate of return on initial investment, and the net present value criteria. Assume that the organization's cost of capital is 14 percent.

Note: Follow rounding instructions noted for each computation. Use a negative sign with your answers, when appropriate.

Proposal X Proposal Y Proposal Z Best proposal
Payback period (years) XYZX,YX,ZY,Z
Accounting rate of return; Round answers to 4 decimal places. XYZX,YX,ZY,Z
Net present value; Round answers to nearest whole number. XYZX,YX,ZY,Z

Solutions

Expert Solution

ANSWER

Payback period is the period in which investment is recovered.
Proposal X

Year Cash Flows Cummulative Cash flows
1 $ 80,000.00 $      80,000.00
2 $     1,000.00 $      81,000.00
3 $ 41,000.00 $   122,000.00


Investment is $81000, at end of year 2 cummulative cash flows is $81000 which is equal to investment, therefore Payback period is 2 years

Proposal Y

Year Cash Flows Cummulative Cash flows
1 $ 40,500.00 $      40,500.00
2 $ 40,500.00 $      81,000.00
3 $ 41,000.00 $   122,000.00

Investment is $81000, at end of year 2 cummulative cash flows is $81000 which is equal to investment, therefore Payback period is 2 years

Proposal Z
Cash flow is for one year only i.e. $81000, investment is also $81000, therefore Payback period is 1 year

Accounting Rate of Return = Average Accounting Income / Investment x 100
Proposal X
Depreciation = $81000 / 3 = $27000 per year

Year Cash Flows Depreciation Accounting Income
1 $ 80,000.00 $      27,000.00 $         53,000.00
2 $     1,000.00 $      27,000.00 $       (26,000.00)
3 $ 41,000.00 $      27,000.00 $         14,000.00
$         41,000.00

Accounting Income = Cash flows - Depreciation
Average Accounting income = $41000 / 3 = $13667
Accounting rate of return = $13667 / $81000 x 100 = 16.87%

Proposal Y

Year Cash Flows Depreciation Accounting Income
1 $ 40,500.00 $      27,000.00 $         13,500.00
2 $ 40,500.00 $      27,000.00 $         13,500.00
3 $ 41,000.00 $      27,000.00 $         14,000.00
$         41,000.00

Accounting Income = Cash flows - Depreciation
Average Accounting income = $41000 / 3 = $13667
Accounting rate of return = $13667 / $81000 x 100 = 16.87%

Proposal Z
Accounting income = $81000 - $81000 = 0
Depreciation = $81000 / 1 = $81000
Accounting Rate of return = 0 / 81000 x 100 = 0%

Net Present Value = Cash flows x PV factor for year - Investment
Proposal X

Year Cash Flows PV Factor Accounting Income
1 $ 80,000.00 0.8772 $                      70,175
2 $     1,000.00 0.7695 $                            769
3 $ 41,000.00 0.6750 $                      27,674
$                      98,619
Investment $ 81,000
NPV $                      17,619

Proposal Y

Year Cash Flows PV Factor Accounting Income
1 $ 40,500.00 0.8772 $                      35,526
2 $ 40,500.00 0.7695 $                      31,163
3 $ 41,000.00 0.6750 $                      27,674
$                      94,364
Investment $                      81,000
NPV $                      13,364

Proposal Z
NPV = $81000 x 0.8772 - $81000 = ($9947)

Proposal X Proposal Y Proposal Z Best proposal
Payback period (years) 2 2 1 Z
Accounting rate of return 16.87% 16.87% 0.00% X&Y
Net present value $   17,619 $                13,364 $      (9,947) X

Project with least payback period is Best proposal.
Accounting rate of return for Proposal X & Y is same and highest, therefore both are best
Net present value for Proposal X is highest, so Proposal X is best.

================

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