QUESTION
- What is going on at M&M Pizza? How do the financial statements for M&M Pizza vary with the proposed repurchase plan? Do the alternative policies improve the expected dividends per share?
- What impact does the repurchase plan have on M&M’s weighted-average cost of capital? Complete the table below (No Corporate Taxes)
Income Statement | Debt = 0 | Debt = 500 | ||
Revenue | 1500 | 1500 | ||
Operating expenses | 1375 | 1375 | ||
Operating profit | 125 | 125 | ||
Interest payments | 0 | |||
Taxes | 0 | 0 | ||
Net profit | 125 | |||
Dividends | 125 | |||
Shares outstanding | 62.5 | |||
Dividends per share | 2.00 | |||
Cost of Capital | ||||
Cost of debt | 4.00% | 4.00% | ||
Beta | 0.800 | Levered Beta | ||
Cost of equity | CAPM | |||
WACC | = D / V * Kd (1 – t) + (1 – D/V) * Ke
|
|||
Cash flows | ||||
Debt holders | = Interest payments | |||
Equity holders | = Dividend payments | |||
Free cash flow | = Op profit | |||
Value | ||||
Debt | = Int payments / Kd | |||
Equity | = Div payments / Ke | |||
Total | = Sum or FCF / WACC | |||
Share price 1 | = Equity / Shares outstanding | |||
Share price 2 | = DPS / Ke | |||
Value of Firm | = Value of unlevered + Tax shield | |||
D/E | = D / (V – D) | |||
D/V | = D / V | |||
- What are the debt and equity claims worth under the alternative scenarios? You may note that the present value of a perpetual cash flow stream is equal to the expected payment divided by the associated required return. Which proposal is best for investors? What do you recommend that Miller do?
- How would your analysis in questions 2 and 3 and recommendation in question 4 change if the new tax law is implemented? Please note that, with corporate taxes, the expected debt-to-equity ratio under the share repurchase plan is 0.588, and the number of remaining shares outstanding is 39.4 million. Complete the same table as in question 2 with a tax rate of 20%.
ANSWER
- What is going on at M&M Pizza? How do the financial statements for M&M Pizza vary with the proposed repurchase plan? Do the alternative policies improve the expected dividends per share?
M&M Pizza, even though is in a sound financial condition, has not been able to raise its share price. It gives out consistent dividend and makes good profit every year, and the new MD of the firm wants to rectify it. He wants to take a loan of F$ 500 million to arrange a share buyback which he hopes will increase the share price.
Currently there is 0 debt on the books of M&M but after the repurchase that debt would increase to F$500 million, and equity would reduce by the same amount. Also, as there is no debt, the interest payment is zero, and all the profit is divided amongst the shareholders.
Current DPS: F$2
Current Share Price: F$25
Total buyback amount: F$500 million
Number of shares bought back: 20 million
Number of remaining shares: 42.5 Million
Interest payments: F$ 20 Million
Profit to shared amongst the shareholders: F$ 105 Million
New DPS: F$2.47
The alternate policy improves the dividend by 23.5%.
- What impact does the repurchase plan have on M&M’s weighted-average cost of capital? Complete the table below (No Corporate Taxes)
Income Statement | Debt = 0 | Debt = 500 | ||
Revenue | 1500 | 1500 | ||
Operating expenses | 1375 | 1375 | ||
Operating profit | 125 | 125 | ||
Interest payments | 0 | 20 | ||
Taxes | 0 | 0 | ||
Net profit | 125 | 105 | ||
Dividends | 125 | 105 | ||
Shares outstanding | 62.5 | 42.5 | ||
Dividends per share | 2.00 | 2.47 | ||
Cost of Capital | ||||
Cost of debt | 4.00% | 4.00% | ||
Beta | 0.800 | 1.2 | ||
Cost of equity | CAPM | 0.1 | ||
WACC | = D / V * Kd (1 – t) + (1 – D/V) * Ke
|
.07 | ||
Cash flows | ||||
Debt holders | = Interest payments | 20 Million | ||
Equity holders | = Dividend payments | 105 Million | ||
Free cash flow | = Op profit | 105 Million | ||
Value | ||||
Debt | = Int payments / Kd | 500 Million | ||
Equity | = Div payments / Ke | 1050 Million | ||
Total | = Sum or FCF / WACC | 1550 Million | ||
Share price 1 | = Equity / Shares outstanding | 24.70 | ||
Share price 2 | = DPS / Ke | 24.7 | ||
Value of Firm | = Value of unlevered + Tax shield | 1805.71 Million | ||
D/E | = D / (V – D) | .383 | ||
D/V | = D / V | .277 | ||
- What are the debt and equity claims worth under the alternative scenarios? You may note that the present value of a perpetual cash flow stream is equal to the expected payment divided by the associated required return. Which proposal is best for investors? What do you recommend that Miller do?
Even though the dividend paid by the firm increases, the value of the share price goes down as the debt holders also have a claim to the share of the company. IAs the primary motive was to increase the share price; I think Miller should stick with the current capital structure.
- How would your analysis in questions 2 and 3 and recommendation in question 4 change if the new tax law is implemented? Please note that, with corporate taxes, the expected debt-to-equity ratio under the share repurchase plan is 0.588, and the number of remaining shares outstanding is 39.4 million. Complete the same table as in question 2 with a tax rate of 20%.
Income Statement | Debt = 0 | Debt = 500 | ||
Revenue | 1500 | 1500 | ||
Operating expenses | 1375 | 1375 | ||
Operating profit | 125 | 125 | ||
Interest payments | 0 | 20 | ||
Taxes | 0 | 21 | ||
Net profit | 125 | 84 | ||
Dividends | 125 | 84 | ||
Shares outstanding | 62.5 | 39.4 Million | ||
Dividends per share | 2.00 | 2.13 | ||
Cost of Capital | ||||
Cost of debt | 4.00% | 4.00% | ||
Beta | 0.800 | 1.2 | ||
Cost of equity | CAPM | 0.1 | ||
WACC | = D / V * Kd (1 – t) + (1 – D/V) * Ke
|
.37*.04*(.8)+(.63*.1)=7.4% | ||
Cash flows | ||||
Debt holders | = Interest payments | 20 Million | ||
Equity holders | = Dividend payments | 84 Million | ||
Free cash flow | = Op profit | 125 Million | ||
Value | ||||
Debt | = Int payments / Kd | 500 Million | ||
Equity | = Div payments / Ke | 840 Million | ||
Total | = Sum or FCF / WACC | 1340 Million | ||
Share price 1 | = Equity / Shares outstanding | 21.3 | ||
Share price 2 | = DPS / Ke | 21.3 | ||
Value of Firm | = Value of unlevered + Tax shield | 1371.35 | ||
D/E | = D / (V – D) | .574 | ||
D/V | = D / V | .364 | ||
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