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We are evaluating a project that costs $571.800. has a six-year life, and has no salvage value. Assume that depreciation is s

4-1. Calculate the accounting break-even point (Do not found intermediate calculations and round your answer to the nearest w

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Investment -571,800
Sales 3,200,000 3,200,000 3,200,000 3,200,000 3,200,000 3,200,000
VC -2,000,000 -2,000,000 -2,000,000 -2,000,000 -2,000,000 -2,000,000
FC -685,000 -685,000 -685,000 -685,000 -685,000 -685,000
Depreciation -95,300 -95,300 -95,300 -95,300 -95,300 -95,300
EBT 419,700 419,700 419,700 419,700 419,700 419,700
Tax (23%) -96,531 -96,531 -96,531 -96,531 -96,531 -96,531
Net Income 323,169 323,169 323,169 323,169 323,169 323,169
Cash Flows -571,800 418,469 418,469 418,469 418,469 418,469 418,469
NPV $ 1,198,548.95

Accounting break-even point = (FC + Depreciation) / (Price - VC) = (685,000 + 95,300) / (40 - 25) = 52,020

Cash Flows = Depreciation + Net Income = 418,469

NPV can be calculated using the same function in excel or calculator with 11% discount rate.

ΔNPV/ΔQ can be calculated by increasing the unit solds by 1 and taking the increase in NPV.

If Q = 80,001, NPV = $1,198,597.81 => ΔNPV/ΔQ = $48.86

Similarly, if VC = 26, OCF = 356,869

ΔOCF/ΔVC = -61,600

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