a. | Depreciation under straight-line method will be same for all years. | |||||||
Depreciation expense under straight-line method=(Cost-salvage value)/useful life=(320000-19000)/4=$ 75250 | ||||||||
Annual cash flow: | ||||||||
$ | ||||||||
Cash revenues | 160000 | |||||||
Less: Depreciation expense | 75250 | |||||||
Income before tax | 84750 | |||||||
Less: Tax at 30% | 25425 | |||||||
Net income | 59325 | |||||||
Add: Depreciation expense | 75250 | |||||||
Annual cash flows | 134575 | |||||||
Discount factor=Desired rate of return=12% | ||||||||
Net present value: | ||||||||
$ | ||||||||
Present value of annual cash flows for 4 years | ||||||||
(134575*3.03735) | 408751 | |||||||
Less: Initial investment | 320000 | |||||||
Net present value | 88751 | |||||||
Present value index=Present value of annual cash flows/Initial investment=408751/320000=1.28 | ||||||||
b. | Depreciation rate under double-declining balance method=2*(1/useful life)=2*(1/4)=2*0.25=0.50=50% | |||||||
Depreciation rate is applied on the book value of asset | ||||||||
Year 1 | Year 2 | Year 3 | Year 4 | |||||
Beginning book value | 320000 | 160000 | 80000 | 40000 | ||||
Less: Depreciation at 50% | 160000 | 80000 | 40000 | 20000 | ||||
Ending book value | 160000 | 80000 | 40000 | 20000 | ||||
Net present value: | ||||||||
Year 1 | Year 2 | Year 3 | Year 4 | |||||
Cash revenues | 150000 | 150000 | 150000 | 150000 | ||||
Less: Depreciation expense | 160000 | 80000 | 40000 | 20000 | ||||
Income before tax | -10000 | 70000 | 110000 | 130000 | ||||
Less: Tax at 30% | -4000 | 28000 | 44000 | 52000 | ||||
Net income | -6000 | 42000 | 66000 | 78000 | ||||
Add: Depreciation expense | 150000 | 150000 | 150000 | 150000 | ||||
Annual cash flows | a | 144000 | 192000 | 216000 | 228000 | |||
Discount factor at 12% | b | 0.89286 | 0.79719 | 0.71178 | 0.63552 | |||
Present value of annual cash flows | c=a*b | 128571 | 153061 | 153745 | 144898 | |||
Total of c | 580275 | |||||||
Less:Initial investment | 320000 | |||||||
Net present value | 260275 | |||||||
Present value index=Present value of annual cash flows/Initial investment=582075/320000=1.82 | ||||||||
d. | Payback period=Initial investment/Annual cashflows=320000/134575=2.38 years | |||||||
Unadjusted rate of return=Net income/Average investment | ||||||||
Average investment=(Beginning book value of investment+Ending book value of investment)/2 | ||||||||
Ending book value under-straight line method=Salvage value=$ 19000 | ||||||||
Average investment=(320000+19000)/2=$ 169500 | ||||||||
Unadjusted rate of return=59325/169500=0.35=35% | ||||||||
e. | Payback period=Initial investment/Average annual cashflow | |||||||
Average annual cashflow=Total present value of annual cashflows/Useful life=580275/4=$ 145069 | ||||||||
Payback period=320000/145069=2.21 years | ||||||||
Unadjusted rate of return=Average annual income/Average investment | ||||||||
Average annual income=Total net income/useful life=(-6000+42000+66000+78000)/4=$ 45000 | ||||||||
Average investment=(Beginning book value of investment+Ending book value of investment)/2=(320000+20000)/2=$ 170000 | ||||||||
Unadjusted rate of return=45000/170000=0.2647=26.47% | ||||||||
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TABLE 1 PRESENT VALUE OF $1 10% 4% 6% 7% 8% 9% 12% 14% 16% 20% 0.961538 0.952381 0.943396 0.934579 0.925926 0.917431 0.909091 0.892857 0.877193 0.862069 0.833333 0.924556 0.907029 0.889996 0.873439 0.857339 0.841680 0.826446 0.797194 0.769468 0.743163 0.694444 0.888996 0.863838 0.839619 0.816298 0.793832 0.772183 0.751315 0.711780 0.674972 0.640658 0.578704 0.854804 0.822702 0.792094 0.762895 0.735030 0.708425 0.683013 0.635518 0.592080 0.552291 0.482253 0.821927 0.790315 0.746215 0.704961 0.666342 0.630170 0.596267 0.564474 0.506631 0.455587 0.410442 0.334898 0.759918 0.710681 0.665057 0.622750 0.583490 0.547034 0.513158 0.452349...