Mock AM Corporate Finance-Earl Case

By how much is the NPV differing for straight line depreciation and accelerated deoreciation, if the EBITs are as follows:

Year 1: 60,000,

Year2: 66,000

Year3: 75.000

Year4:87,000

Year5:102,000

Depreciation is 30,000 in all years and tax is 40%, initial outlay 185,000, annual discount rate 10%

Accelerated Depreciation:

EBIT:Year1: 40,005 Depreciation: 49995

Year2:29,325 66,675

Year3:82,785 22,215

Year4: 105885 11,115

Year5:132000 0 tax rate, initial outlay and discount rate same as before

  1. Making sure you are adding back the working capital to the last cash flow?

Op Income * (1-T) + Depreciation for each period

Last period Op Income * (1-T) + Depreciaton + Increase in CA - Increase in CL

NPV that bad boy and you get 123,373

Alternatively you could figure this one out by just taking the difference in depreciation per year, multiplying it by the tax rate and taking the NPV of those values.

thank you…:slight_smile:

Hi Yayywork, I got stuck in the same concept, but in a different question (Earl case’s first question). So far, I knew that operating CF = after tax savings + depreciation shield. So I thought that operating CF for the first year would be: 60,000*(1-0.4) + 30,000*0.4 = 48,00 (right answer = 66). Am I mixing things up and I must always add to the after tax savings the whole depreciation? Thank you!!