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Andre45 [30]
3 years ago
8

Kaelea, Inc., has no debt outstanding and a total market value of $81,000. Earnings before interest and taxes, EBIT, are project

ed to be $9,800 if economic conditions are normal. If there is strong expansion in the economy, then EBIT will be 23 percent higher. If there is a recession, then EBIT will be 32 percent lower. The company is considering a $23,100 debt issue with an interest rate of 8 percent. The proceeds will be used to repurchase shares of stock. There are currently 5,400 shares outstanding. Assume Kaelea has a tax rate of 40 percent.
Required:
a. Calculate earnings per share, EPS, under each of the three economic scenarios before any debt is issued.
b. Calculate the percentage changes in EPS when the economy expands or enters a recession.
c. Calculate earnings per share, EPS, under each of the three economic scenarios after the recapitalization.
d. Calculate the percentage changes in EPS when the economy expands or enters a recession.
Business
1 answer:
son4ous [18]3 years ago
6 0

Answer:

a. We have:

EPS under normal = $1.09 per share

EPS under expansion = $1.34 per share

EPS under recession = $0.74 per share

b. We have:

Percentage changes in EPS when the economy expands = 23%

Percentage changes in EPS when the economy enters recession = –32%

c. We have:

EPS under normal after recapitalization = $1.24

EPS under expansion after recapitalization = $1.59 per share

EPS under recession after recapitalization = $0.75 per share

d. We have:

Percentage changes in EPS after recapitalization when the economy expands = 28.23%

Percentage changes in EPS when the economy enters recession = –39.52%

Explanation:

a. Calculate earnings per share, EPS, under each of the three economic scenarios before any debt is issued.

Shares outstanding = 5,400

Net income under normal = EBIT under normal - (EBIT under normal * Tax rate) = $9,800 - ($9,800 * 40%) = $5,880

EPS under normal = Net income under normal / Shares outstanding = $5,880 / 5,400 = $1.09 per share

Net income under expansion = (EBIT under normal * (100% + Percentage increase in EBIT)) - ((EBIT under normal * (100% + Percentage increase in EBIT)) * Tax rate) = ($9,800 * (100% + 23%)) – (($9,800 * (100% + 23%))* 40%) = $7,232.40

EPS under expansion = Net income under expansion / Shares outstanding = $7,232.40 / 5,400 = $1.34 per share

Net income under recession = (EBIT under normal * (100% - Percentage decrease in EBIT)) - ((EBIT under normal * (100% - Percentage decrease in EBIT)) * Tax rate) = ($9,800 * (100% - 32%)) – (($9,800 * (100% - 32%))* 40%) = $3,998.40

EPS under recession = Net income under recession / Shares outstanding = $3,998.40 / 5,400 = $0.74 per share

b. Calculate the percentage changes in EPS when the economy expands or enters a recession.

Percentage changes in EPS when the economy expands = ((EPS under expansion - EPS under normal) / EPS under normal) * 100 = (($1.34 - $1.09) / $1.09) * 100 = 23%

Percentage changes in EPS when the economy enters recession = ((EPS under recession - EPS under normal) / EPS under normal) * 100 = (($0.74 - $1.09) / $1.09) * 100 = –32%

c. Calculate earnings per share, EPS, under each of the three economic scenarios after the recapitalization.

Market price per share = Total market value / Shares outstanding before recapitalization = $81,000 / 5,400 = $15

Number of shares to repurchase = Debt amount / Market price per share = $23,100 / $15 = 1,540

Shares outstanding after recapitalization = Shares outstanding before recapitalization - Number of shares to repurchase = 5,400 – 1,540 = 3,860

Interest on debt = Debt amount * Interest rate = $23,100 * 8% = $1,848

Net income under normal after recapitalization = EBIT under normal – Interest on debt - ((EBIT under normal – Interest on debt) * Tax rate) = $9,800 - $1,848 - (($9,800 - $1,848) * 40%) = $4,771.20

EPS under normal after recapitalization = Net income under normal after recapitalization / Shares outstanding after recapitalization = $4,771.20 / 3,860 = $1.24

EBIT under expansion = EBIT under normal * (100% + Percentage increase in EBIT) = ($9,800 * (100% + 23%)) = $12,054

Net income under expansion after recapitalization = EBIT under expansion – Interest on debt – ((EBIT under expansion – Interest on debt) * Tax rate) = $12,054 - $1,848 - (($12,054 - $1,848) * 40%) = $6,123.60

EPS under expansion after recapitalization = Net income under expansion after recapitalization / Shares outstanding after recapitalization = $6,123.60 / 3,860 = $1.59 per share

EBIT under recession = EBIT under normal * (100% - Percentage decrease in EBIT) = ($9,800 * (100% - 32%)) = $6,664

Net income under recession after recapitalization = EBIT under recession – Interest on debt – ((EBIT under recession – Interest on debt) * Tax rate) = $6,664 - $1,848 - (($6,664 - $1,848) * 40%) = $2,889.60

EPS under recession after recapitalization = Net income under recession after recapitalization / Shares outstanding after recapitalization = $2,889.60 / 3,860 = $0.75 per share

d. Calculate the percentage changes in EPS when the economy expands or enters a recession.

Percentage changes in EPS after recapitalization when the economy expands = ((EPS under expansion after recapitalization - EPS under normal after recapitalization) / EPS under normal after recapitalization) * 100 = (($1.59 - $1.24) / $1.24) * 100 = 28.2%

Percentage changes in EPS when the economy enters recession = ((EPS under recession - EPS under normal) / EPS under expansion) * 100 = (($0.75 - $1.24) / $1.24) * 100 = –39.52%

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