Question

35. For a new process, the land was purchased for S10 million. The fixed capital investment, paid at the end of year 0, is $165 million. The working capital is S15 million, and the salvage value is $15 million. The estimated revenue from years 1 through 10 is $70 million/y, and the estimated cost of manufacture over the same time period is $25 million/y. The internal hurdle rate (interest rate) is 14% p.a., before taxes, and the taxation rate is 40%. a. Draw a discrete, nondiscounted cash flow diagram for this process. b. Determine the yearly depreciation schedule using the five-year MACRS method. c. Determine the after-tax profit for each year d. Determine the after-tax cash flow for each year e. Draw a discrete, discounted (to year 0) cash flow diagram for this process f Draw a cumulative, discounted (to year 0) cash flow diagram for this process. g. What is the present value (year 0) of this process?

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Answer #1

(a)

Cash outflow in year 0 ($ million) = Cost of land + Fixed capital investment + Working capital = 10 + 165 + 15 = 190

Cash inflow in year 10 ($ million) = Revenue + Salvage value = 70 + 15 = 85

Cash flow diagram is as follows (Values in $ million).

70 7o 83 19 23 2 252525323 25 S25

(b)

MACRS depreciation schedule as follows.

Year Asset Cost ($ MIllion) Depreciation Rate (%) Annual Depreciation ($ Million)
(A) (B) (C) = (A) x (B)
1 165 20 33
2 165 32 52.8
3 165 19.2 31.68
4 165 11.52 19.008
5 165 11.52 19.008
6 165 5.76 9.504

(c)

Working notes:

(i) Pre-tax profit = Revenue - Manufacturing cost - Annual depreciation

(ii) After-tax profit = Pre-tax profit x (1 - Tax rate) = Pre-tax profit x (1 - 0.4) = Pre-tax profit x 0.6

Year Revenue ($M) Cost ($M) Depreciation ($M) Pre-tax Profit ($M) After-tax Profit ($M)
(D) (E) (F) = (D) - (E) - (C) (G) = (F) x 0.6
0 190 -190
1 70 25 33 12 7.2
2 70 25 52.8 -7.8 -4.68
3 70 25 31.68 13.32 7.992
4 70 25 19.008 25.992 15.5952
5 70 25 19.008 25.992 15.5952
6 70 25 9.504 35.496 21.2976
7 70 25 0 45 27
8 70 25 0 45 27
9 70 25 0 45 27
10 85 25 0 60 36

(d)

After-tax cash flow = After-tax profit + Annual depreciation

Year After-tax Profit ($M) Depreciation ($M) After-tax Cash Flow ($M)
(G) (C) (H) = (G) + (C)
0 -190 -190
1 7.2 33 40.2
2 -4.68 52.8 48.12
3 7.992 31.68 39.672
4 15.5952 19.008 34.6032
5 15.5952 19.008 34.6032
6 21.2976 9.504 30.8016
7 27 0 27
8 27 0 27
9 27 0 27
10 36 0 36

NOTE: As per Answering Policy, 1st 4 parts are answered.

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