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1,A company has EBIT of $90 million, interest expense of $13 million and corporate income tax of $29 million

Finance

1,A company has EBIT of $90 million, interest expense of $13 million and corporate income tax of $29 million. What is the company's earnings per share (to two decimal places e.g. $3.95) if it has an issued capital of 66 million shares

2.

A company contemplating an IPO has earnings of $11 million and $49 million of debt. What is the fair value of equity in the company if comparable publicly-listed companies are trading at P/E multiples of 10

3.

A company has 58 million shares trading at $5.03 per share. The balance sheet shows debt of $140 million and cash of $17 million. The income statement reports depreciation and amortization of $8 million, EBIT of $49 million and net interest expense of $34 million . What is the company's EV/EBITDA ratio (to one decimal place)

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1.

EPS = ((EBIT - Interest)*(1-t))/ no of shares

OR

EPS = (EBIT - Interest - taxes)/ no of shares

EPS =(90 - 13 - 29)/ 66 = 0.7273 = 0.73

Answer : 0.73

2.

Earnings= $11 million

Debt= $49 million

Total market value of the firm= $60 million

Market value of equity= $11 million

Assuming there are 1 million shares held by promoters which are to be offloaded in IPO then Earnings per share is 11

EPS= (Earnings/Number of shares)

EPS=11

A similar comparable company PE is 10

Therefore price of the company will be = 10*11

=$110

IPO price is $110

3.

EV/EBITDA Ratio  = Enterprise Value / EBITDA

  • Enterprise Value = (market capitalization + value of debt + minority interest + preferred shares) – (cash and cash equivalents)
  • Market capitalization = Price per share × No. Of shares
  • EBITDA = Earnings Before Tax + Interest + Depreciation + Amortization
  • EBIDTA = EBIT + Depreciation + Amortization

Enterprise value =$[(58 × 5.03) + 140 - 17]million

=$ 414.74

EBITDA = $(49 + 8 ) million =$ 57 million

EV/EBITDA Ratio = 414.74/57

= 7.2761403509

= 7.3

The Company's EV/EBITDA ratio is 7.3 times.