Acquired developed technology is expected to generate after-tax
operating income of $50,000 in the first year and grow at a rate of
5% over the next two years. Depreciation expense included in
operating expenses is expected to be $5,000 in the first year,
growing at a rate of 3% over the next two years. The value of
acquired developed technology is estimated as the present value of
operating cash flow over the first three years. The appropriate
discount rate is 20%, and cash flows are assumed to occur at
year-end for purposes of valuing acquired developed
technology.
Which value is closest to the amount at which the acquired
developed technology should be reported on the acquiring company's
balance sheet?
A. |
$ 85,000 |
|
B. |
$100,000 |
|
C. |
$143,000 |
|
D. |
$121,000 |
Computation of Operating Profits | ||||
Year |
Operating Profits for Prev.Year |
Increase % |
Increase |
Operating Profits for Curr.Year |
1 | $50,000 | |||
2 | $50,000 | 0.05 | $2,500 | $52,500 |
3 | $52,500 | 0.05 | $2,625 | $55,125 |
Computation of Depreciation | ||||
Year |
Depreciation for Prev.Year |
Increase % |
Increase |
Depreciation for Curr.Year |
1 | $5,000 | |||
2 | $5,000 | 0.03 | $150 | $5,150 |
3 | $5,150 | 0.03 | $155 | $5,305 |
Computation of Operating Cash Flow | ||||
Year |
Operating Profits |
Depreciation |
Operating Cash Flow |
|
1 | $50,000 | $5,000 | $55,000 | |
2 | $52,500 | $5,150 | $57,650 | |
3 | $55,125 | $5,305 | $60,430 | |
Computation of Present Value of Operating Cash Flow | ||||
Year |
Operating Cash Flow |
PVF formula | PVF @ 20% |
PV of Cash Flow |
1 | $55,000 | 1/(1.20)^1 | 0.8333 | $45,832 |
2 | $57,650 | 1/(1.20)^2 | 0.6944 | $40,032 |
3 | $60,430 | 1/(1.20)^3 | 0.5787 | $34,971 |
Present Value of Operating Cashflow | $120,835 | |||
Present Value of Cashflow = $ 120,835 ~ $ 121,000 | ||||
Answer : D. $ 121,000 |
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