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Integrative: Complete Investment decisionWells Printing is considering the purchase of a new printing press. The total installed cost of the press is $2.24 million. This

Integrative: Complete Investment decisionWells Printing is considering the purchase of a new printing press. The total installed cost of the press is

$2.24

million. This outlay would be partially offset by the sale of an existing press. The old press has zero book value, cost

$0.94

million 10 years ago, and can be sold currently for

$1.17

million before taxes. As a result of acquisition of the new press, sales in each of the next 5 years are expected to be

$1.68

million higher than with the existing press, but product costs (excluding depreciation) will represent

52%

of sales. The new press will not affect the firm's net working capital requirements. The new press will be depreciated under MACRS

LOADING...

using a five-year recovery period. The firm is subject to a

40%

tax rate. Wells Printing's cost of capital is

10.9%.

(Note: Assume that the old and the new presses will each have a terminal value of

$0

at the end of year 6.)

a. Determine the initial cash flow required by the new press.

b. Determine the periodic cash inflows attributable to the new press. (Note: Be sure to consider the depreciation in year6.)

c. Determine the payback period.

d. Determine the net present value (NPV) and the internal rate of return (IRR) related to the proposed new press.

e. Make a recommendation to accept or reject the new press, and justify your answer.

Question content area bottom

Part 1

a. Determine the initial cash flow required by the new press.

Calculate the initial cash flow will be:(Round to the nearest dollar.)

Installed cost of new press

$

Proceeds from sale of existing press

$

Taxes on sale of existing press

$

Total after-tax proceeds from sale

$

Initial cash flow

$

Rounded Depreciation Percentages by Recovery Year Using MACRS for

First Four Property Classes

Percentage by recovery year*

Recovery year

3 years

5 years

7 years

10 years

1

33%

20%

14%

10%

2

45%

32%

25%

18%

3

15%

19%

18%

14%

4

7%

12%

12%

12%

5

12%

9%

9%

6

5%

9%

8%

7

9%

7%

8

4%

6%

9

6%

10

6%

11

4%

Totals

100%

100%

100%

100%

*These percentages have been rounded to the nearest whole percent to simplify calculatio

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