Question

Leverage (Similar to 2.14) Jay has a business in which hes invested $100,000 of his own money, which is the firms only capital. (There are no other equity investors and no debt.) In a recent year the firm had net income of $7,000 1) What is the return on equity of the firm? 2) What will the firms return on equity be next year if net income from business operations remains the same but it borrows $40,000 returning the same amount to Jake from the equity account if a. The after tax interest rate is 6%. b. The after tax interest rate is 8%. c. Comment on the difference between the results of a and b. Capital NI: S 100,000.00 $ 7,000.00 Return NI/EQ 1) Current ROE: 7% 2) Leveraged: 6% 3% Earnings Interest (after tax) NI $ 100,000.00 6,000.00 $ 94,000.00 $100,000.00 $ 8,000.00 92,000.00 Debt Equity Total Capital Return S 40,000.00 S 60,000.00 S 100,000.00 94% $40,000.00 60,000.00 S100,000.00 92% I understand calculating the initial ROE as well as the leveraged NI. I am confused for the debt and equity and calculating the return with 6% and 8%. I understand that leverage works both ways. It improves ROE if the firm's underlying return on capital is higher than the rate it paid to borrow money. Needing an explanation for return.  

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B2 1) capital (all equity) 100,000 7,000 net income return on equity (ROE) $7,000/ $100,000 (earnings for equity /equity capital current ROE 7.00% 2 Levered 6.00% 8.00% 40,000 $ debt capital equity capital total capital 40,000 60,000 100,000 60,000 100,000 $ 13 14 16 17 18 net income - interest cos - earnings for equity $ 7,000 $ 2,400 $ 4,600 $ 7,000 3,200 3,800 return on equity (ROE $4,600 $60,000 S3.800 $60,000 (earnings for equity / equity capital 7.67% 20 21 return on equity (ROE 6.33% the return on equity in (a) went above the all-equity ROE of 7% because the cost of debt was less than the all-equity ROE. whereas the return on equity in (b) went below the all-equity ROE of 7% because the cost of debt was more than the all-equity ROE. 23 25

for formulas and calculations, refer to the image below -

B2 1) capital (all equity)100000 net income return on equity (ROE) $7,000/$100,000 (earnings for equity / equity capital 6 current ROE D3/D2 2 Levered 0.06 0.08 10 debt capital equity capital total capital -100000 0.4 -100000 0.6 -D11+D12 -100000 0.4 -100000 0.6 E11+E12 13 14 15 16 17 18 net income -D11 D9 -D15-D16 - interest cos E11*E9 earnings for equ E15-E16 return on equity (ROE) return on equity (ROE) $4,600 $60,000 S3,800/$60,000 l(earnings for equity/ equity capital 20 D17/D12 E17/E12 21 the return on equity in (a) went above the all-equity ROE of 7% because the cost of debt was less than the all-equity ROE. whereas the return on equity in (b) went below the all-equity ROE of 7% because the cost of debt was more than the all-equity ROE. 25

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