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Solve not in Excel and provide all the formulas. The company is evaluating if the replacement...

Solve not in Excel and provide all the formulas.

The company is evaluating if the replacement of an old machine is economically feasible. You have the following information:

New machine: purchase price is $8 million, economic life 10 years, annual EBITDA is $4.4 million, book value in 5 years is 0, while market value is 0.8 million. Old machine: book value today is $4 million while market value $2.8 million, remaining economic life is 10 years, annual EBITDA is $2.5 million, book value and market value in 5 years is 0. Company tax rate is 40% on both profits and capital gains. The cost of capital for the company is 14%. Find the incremental cash flows from replacement decision and evaluate if replacement is economically feasible based on NPV.

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Answer #1

ANSWER-

(1) OLD MACHINE-

Capital Investment = 0

Revenue = $2.5 million

Operating Cost = 14% of $2.8 million = $392000

Depreciation = ($4 million/10) = $400000

Periodic net cash flows = (Revenue - Operating Cost - Depreciation)*(1 - tax rate) + Depreciation = ($2500000 - $392000 - $400000)*(1-40%) + $400000 = $1424800

(2) REPLACED MACHINE-

Cost of New Machine = $8 million

Sale proceeds of Old Machine = 0

Book Value of Old Asset = $4 million

Tax on sale of New Machine = 0 (since there is no sales proceeds of an old machine)

Net Initial Investment = $8 million

New Revenue = $4.4 million

New Operating Cost = 14% of $0.8 million = $112000

Depreciation = ($8 million/ 10) = $800000

Periodic Net Cash Flow = (Revenue - Operating Cost - Depreciation)*(1 - tax rate) + Depreciation = ($4.4 million - $112000 - $800000)*(1-40%) + $800000 = $2892800

(3) INCREMENTAL CASH FLOWS-

Incremental Cash Flow at time 0 = $4.4 million

Incremental Cash Flows from year 1 to 10 = (Net Annual Cash Flows after replacement - Net Annual Cash Flows before replacement)= $2892800 - $1424800 = $1468000

(4) NPV and IRR-

NPV = $1468000*PV factor for 10 yrs at 14% - $1468000 = -$1016578

IRR = 31%

Albeit the net present value is negative but IRR is higher than required rate of return of a company, old machine replacement by new machine is preferable due to high IRR.

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