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Lollipop Corp. provides the following information:EBIT = $286.50Tax (TC )= 35%Debt= $810Cost of debt capital = 10%RU = 15%What is the value of the firm?Multiple Choice$1,050.72$1,241.53$1,525.03$1,654.91$1,784.03

Question

Lollipop Corp. provides the following information:EBIT = 286.50Tax(TC)=35286.50Tax (TC )= 35%Debt= 810Cost of debt capital = 10%RU = 15%What is the value of the firm?Multiple Choice1,050.721,050.721,241.531,525.031,525.031,654.91$1,784.03

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Solution

To calculate the value of the firm, we need to use the Modigliani-Miller theorem, which states that the value of a firm is independent of its capital structure in a market without taxes. However, since we have a tax rate, we need to adjust the formula to account for the tax shield provided by the debt.

The formula for the value of a firm (V) in this case is:

V = EBIT * (1 - TC) / RU + Tax Shield

where: EBIT = Earnings Before Interest and Taxes TC = Tax rate RU = Cost of equity Tax Shield = Debt * TC

First, let's calculate the Tax Shield:

Tax Shield = Debt * TC = 8100.35=810 * 0.35 = 283.5

Next, calculate the after-tax EBIT:

After-tax EBIT = EBIT * (1 - TC) = 286.5(10.35)=286.5 * (1 - 0.35) = 186.225

Finally, we can calculate the value of the firm:

V = After-tax EBIT / RU + Tax Shield = 186.225/0.15+186.225 / 0.15 + 283.5 = 1241.83+1241.83 + 283.5 = $1525.33

So, the closest answer is $1,525.03.

This problem has been solved

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