Question

In: Finance

Create an Excel spreadsheet to organize your answers to the following problem, and submit your Excel...

Create an Excel spreadsheet to organize your answers to the following problem, and submit your Excel file as an attachment by clicking on the appropriate button on this page.

A company with EBIT of $6,000,000 is considering two financing alternatives. The first alternative would have interest expense of $2,000,000 and 1,000,000 common shares outstanding, whereas the second would have interest expense of $3,800,000 but only 750,000 shares outstanding. The company is in the 35% tax bracket.

Part 1: Construct the bottom half of the income statement (including EPS) for each financing alternative when EBIT is at $6,000,000.

Part 2: Construct the bottom half of the income statement (including EPS) for each alternative if EBIT increases by 20%.

Part 3: Construct the bottom half of the income statement (including EPS) for each alternative if EBIT decreases by 20%.

Part 4: What is the EBIT/EPS indifference point for this firm?

Part 5: Comment on the results of your calculations above. What principle does this exercise demonstrate?

Solutions

Expert Solution

part 1:
Alt first Alt second
EBIT 6000000 6000000
Less: Interest expense -2000000 -3800000
EBT 4000000 2200000
Less: Tax expense 1400000 770000
NI 2600000 1430000
Outstanding shares 1000000 750000
EPS 2.6 1.91
part 2:
Alt first Alt second
EBIT (increase by 20%) 7200000 7200000
Less: Interest expense -2000000 -3800000
EBT 5200000 3400000
Less: Tax expense 1820000 1190000
NI 3380000 2210000
Outstanding shares 1000000 750000
EPS 3.38 2.95
part 3:
Alt first Alt second
EBIT (decrease by 20%) 4800000 4800000
Less: Interest expense -2000000 -3800000
EBT 2800000 1000000
Less: Tax expense 980000 350000
NI 1820000 650000
Outstanding shares 1000000 750000
EPS 1.82 0.87
Part 4)
EBIT/EPS 6M/2.6 6M/1.91
2307692 3141361
Part 5)
The higher the EBIT, the less the effect of interest and taxes and EPS will increase.
The lower the EBIT, the more the effect of interest and tax rates, thus EPS will decrease rapidly.

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