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is unlevered while has 12-13 Comp and are identical in every respect except that $10 million of hands outstanding. Assume tha

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Answer #1

12- 13

Company U

Company L

EBIT= $2 million

EBIT= $2 million

Cost of equity = 10%

-

5% Debt = $10 mil

No taxes

No taxes

  1. Value of unlevered firm with no tax = EBIT/ Cost of equity

Value of firm for company U= 2000000/10%

= $20,000,000 or $20 million

Value of firm of levered firm = value of unlevered firm + tax rate* value of debt

But for no tax firm , value of levered firm = value of unlevered firm

So value of L= $20 millions

  1. ‘rs= r0+ (B/S)(R0-Rb)

Ro= cost of equity

B= value of debt

S= value of equity

Rb= cost of debt

Rs= cost of equity

In case of unlevred firm R0= Rs

So Rs for company U= 10%

Rs for company L= 0.10 + (10000000/20000000)(0.10-0.05)

= 0.10+ (0.5)(0.05)

= 0.125 or 12.50%

  1. Market value of Equity = total value of firm- debt

Here for company L

S(L)= 2000000-1000000

= 1000000

Or $10 million

So = S(L) + D= V

= 10 mil + 10 mil = $ 20mil

  1. WACC= {kd * debt/ debt+ equity}+ {ke*equity/debt+ equity}

For U WACC= cost of equity = 10%

For L WACC= 5% * 10/(20) + 10%* 10/20

= 0.05*0.5 + 0.1*0.5

= 0.025+0.05

= 0.075 or 7.50%

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