Please quickly answer this question accurately thanks! a is 3 years, but b and c I don't know
Bowman Corporation is considering an investment in special-purpose equipment to enable the company to obtain a four-year government contract for the manufacture of a special item. The equipment costs $237,000 and would have no salvage value when the contract expires at the end of the four years. Estimated annual operating results of the project are as follows: |
Revenue from contract sales | $ | 302,000 | ||||
Expenses other than depreciation | $ | 223,000 | ||||
Depreciation (straight-line basis) | 59,250 | 282,250 | ||||
Increase in net income from contract work | $ | 19,750 | ||||
All revenue and all expenses other than depreciation will be received or paid in cash in the same period as recognized for accounting purposes. |
a. |
Compute the payback period for Bowman's proposal to undertake the contract work: |
b. |
Compute the return on average investment for Bowman's proposal to undertake the contract work: (Round your percentage answer to 1 decimal place,(i.e., 0.123 to be entered as 12.3.)) |
c. |
Compute the net present value of the proposal to undertake contract work, discounted at an annual rate of 12 percent. (Refer to annuity table in Exhibit 26-4.) (Round your "PV factor" to 3 decimal places.) |
SOLUTION
A. Pay back period = Initial investment / Annual cash inflows
= $237,000 / $79,000
= 3 years
Annual cash inflows = Net income + Depreciation
= $19,750 + $59,250 = 79,000
B. Return on Average Investment = Net Income / Average Investment
= $19,750 / 118,500
= 16.7%
Average Investment = $237,000 / 2 = 118,500
C. NPV = (Annual cash flows * Discount Factor) - Initial Investment
= (79,000 * 3.037) - $237,000
= $239,923 - $237,000
= $2,923
Discounted at an annual rate of 12% (an annuity table shows that the present value of $1 received annually for 4 years discounted at 12% is 3.037)
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