In: Finance
Perez Electronics is considering investing in manufacturing equipment expected to cost $310,000. The equipment has an estimated useful life of four years and a salvage value of $ 18,000. It is expected to produce incremental cash revenues of $155,000 per year. Perez has an effective income tax rate of 40 percent and a desired rate of return of 10 percent. (PV of $1 and PVA of $1) (Use appropriate factor(s) from the tables provided.)
Required
Determine the net present value and the present value index of the investment, assuming that Perez uses straight-line depreciation for financial and income tax reporting.
Determine the net present value and the present value index of the investment, assuming that Perez uses double-declining-balance depreciation for financial and income tax reporting.
Determine the payback period and unadjusted rate of return (use average investment), assuming that Perez uses straight-line depreciation.
Determine the payback period and unadjusted rate of return (use average investment), assuming that Perez uses double-declining-balance depreciation. (Note: Use average annual cash flow when computing the payback period and average annual income when determining the unadjusted rate of return.)
Determine the net present value and the present value index of the investment, assuming that Harper uses straight-line depreciation and double-declining-balance for financial and income tax reporting. (Round your answers for "Net present value" to the nearest whole dollar amount and your answers for "Present value index" to 2 decimal places.)
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Determine the payback period and unadjusted rate of return (use average investment), assuming that Harper uses straight-line depreciation and double-declining-balance depreciation. (Note: Use average annual cash flow when computing the payback period and average annual income when determining the unadjusted rate of return.) (Round your answers to 2 decimal places.)
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Answer 1.)
Year | Cash revenue | Depreciation | EBT | Tax (40%) | EAT | Cash flows (EAT+ DEP.) |
1 | 155,000 | 73000 | 82000 | 32800 | 49200 | 122200 |
2 | 155,000 | 73000 | 82000 | 32800 | 49200 | 122200 |
3 | 155,000 | 73000 | 82000 | 32800 | 49200 | 122200 |
4 | 155,000 | 73000 | 82000 | 32800 | 49200 | 122200 |
Straight line Deprication = 310000-18000/4 =73000 | ||||||
Year | Cash flow | Present value @ 10 | Present value of cash flow | |||
1 | 122200 | 0.91 | 111079.80 | |||
2 | 122200 | 0.83 | 100937.20 | |||
3 | 122200 | 0.75 | 91761.09 | |||
4 | 122200 | 0.68 | 83419.17 | |||
Total P.V. | 387197.26 | |||||
Cost of Project | 310,000 | |||||
NPV | 77197.26 | |||||
Answer 2)
1st Year -
Straight-line Depreciation Rate = 1 ÷ 4 = 0.25 = 25%
Declining Balance Rate = 2 × 25% = 50%
Depreciation = 50% × $310,000 = $155,000
2nd Year Declining Balance Rate =
50%
Book Value = Cost ? Accumulated Depreciation = $310,000 ? $155,000
= $155000
Depreciation = 50% × $155,000 = $77500
3rd Year Declining Balance Rate =
50%
Book Value = Cost ? Accumulated Depreciation = $$155,000 ? $77500=
$77500
Depreciation = 50% × $77500= $38750
4th Year Declining Balance Rate =
50%
Book Value = Cost ? Accumulated Depreciation = $ 77500? $ 38750=
$38750
Depreciation = 50% × $38750= $19375
Year | Cash revenue | Depreciation | EBT | Tax (40%) | EAT | Cash flows (EAT+ DEP.) |
1 | 155,000 | 155,000 | 0 | 32800 | -32800 | 40200 |
2 | 155,000 | 77500 | 77500 | 32800 | 44700 | 117700 |
3 | 155,000 | 38750 | 116250 | 32800 | 83450 | 156450 |
4 | 155,000 | 19375 | 135625 | 32800 | 102825 | 175825 |
Year | Cash flow | Present value @ 10 | Present value of cash flow | |||
1 | 40200 | 0.91 | 36541.80 | |||
2 | 117700 | 0.83 | 97220.20 | |||
3 | 156450 | 0.75 | 117479.73 | |||
4 | 175825 | 0.68 | 120025.99 | |||
Total P.V. | 371267.72 | |||||
Cost of Project | 310,000 | |||||
NPV | 61267.72 | |||||
Answer 3)
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