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All other variables held constant, the justified price-to-book multiple will decrease with a decrease in:
A)
expected growth rate.
B)
payout ratio.
C)
required rate of return.



All other variables held constant, a decrease in expected growth rate will result in a decrease in the justified price-to-book multiple.

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An increase in which of the following variables will least likley result in a corresponding increase in the price-to-book value (PBV) ratio for a high-growth firm?
A)
Required rate of return
B)
Payout ratios.
C)
Growth rates in earnings.



The PBV ratio decreases as the required rate of return increases.

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What is the justified leading price-to-earnings (P/E) multiple of a stock that has a retention ratio of 60% if the shareholders require a return of 16% on their investment and the expected growth rate in dividends is 6%?
A)
4.00.
B)
6.36.
C)
4.24.



P0/E1 = 0.40 / (0.16 – 0.06) = 4.00

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An analyst has gathered the following data about the Garber Company:
  • Payout Ratio = 60%.
  • Expected Return on Equity = 16.75%.
  • Required rate of return = 12.5%.

What will be the appropriate price-to-book value (PBV) ratio for the Garber Company based on return differential?
A)
0.58.
B)
1.38.
C)
1.73.



The estimated growth rate is 6.7% [0.1675 × (1 − 0.60)] and PBV ratio based on rate differential will be:
P0 / BV0 = (ROE1 − g) / (r − g) = (0.1675 − 0.067) / (0.125 − 0.067) = 1.73.

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The following data was available for Morris, Inc., for the year ending December 31, 2001:
  • Sales per share = $150.
  • Earnings per share = $1.75.
  • Return on Equity (ROE) = 16%.
  • Required rate of return = 12%.

If the expected growth rate in dividends and earning is 4%, what will the appropriate price-to-sales (P/S) multiple be for Morris?
A)
0.037.
B)
0.114.
C)
0.109.



Profit Margin = EPS / Sales per share = 1.75 / 150 = 0.01167 or 1.167%.
Payout ratio = 1 − (g / ROE) = 1 − (0.04 / 0.16) = 0.75 or 75%.
P0 / S0 = [profit margin × payout ratio × (1 + g)] / (r − g) = [0.01167 × 0.75 × 1.04] / (0.12 − 0.04) = 0.11375.

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The Farmer Co. has a payout ratio of 65% and a return on equity (ROE) of 16% (assume that this is expected ROE for the upcoming year). What will be the appropriate price-to-book value (PBV) based on return differential if the expected growth rate in dividends is 5.6% and the required rate of return is 13%?
A)
1.41.
B)
1.48.
C)
0.71.



Based on return differential:
P0 / BV0 = (ROE1 − g) / (r − g) = (0.16 − 0.056) / (0.13 − 0.056) = 1.41.

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What is the justified trailing price-to-earnings (P/E) multiple of a stock that has a payout ratio of 40% if the shareholders require a return of 16% on their investment and the expected growth rate in dividends is 6%?
A)
4.24.
B)
4.00.
C)
6.36.



P0/E0 = (0.40 × 1.06) / (0.16 – 0.06) = 4.24

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A firm has a payout ratio of 35%, a return on equity (ROE) of 18%, an estimated growth rate of 13%, and its shareholders require a return of 17% on their investment. Based on these fundamentals, a reasonable estimate of the appropriate price-to-book value ratio for the firm is:
A)
2.42.
B)
1.25.
C)
1.58.



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The Lewis Corp. had revenue per share of $300 in 2001, earnings per share of $4.50, and paid out 60% of its earnings as dividends. If the return on equity (ROE) and required rate of return of Lewis are 20% and 13% respectively, what is the appropriate price/sales (P/S) multiple for Lewis?
A)
0.12.
B)
0.18.
C)
0.19.



Profit Margin = EPS / Sales per share = 4.50 / 300 = 0.015 or 1.5%.
Expected growth in dividends and earnings = ROE × (1 − payout ratio) = 0.20 × 0.40 = 0.08 or 8%.
P0/S0 = [profit margin × payout ratio × (1 + g)] / (r − g) = [0.015 × 0.60 × (1.08)] / (0.13 − 0.08) = 0.1944.

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An analyst has gathered the following fundamental data:

Firm A

Firm A

Firm B

Firm B

Strategy


High Margin
Low Volume

Low Margin
High Volume

High Margin
Low Volume

Low Margin
High Volume

Payout Ratio

40%

40%

40%

40%

Required Rate of Return

11%

11%

11%

11%

Growth Rate in Dividends

9%

5%

5%

7%

Sales/Book Value of Equity

1.5

4.5

1.0

3

Profit Margin

10%

2%

9%

4%

Book Value

$150

$150

$125

$125

What is the price-to-sales (P/S) multiple for Firm A in the high-margin, low-volume strategy?
A)
2.18.
B)
2.00.
C)
0.13.



The P/S multiple = [Profit Margin × Payout Ratio × (1 + g)] / (r − g) = (0.10 × 0.4 × 1.09) / (0.11 − 0.09) = 2.18.

What is the P/S multiple for Firm B in the low-margin, high-volume strategy?
A)
0.60.
B)
0.43.
C)
2.00.



The P/S multiple = [Profit Margin × Payout Ratio × (1 + g)] / (r − g) = (0.04 × 0.4 × 1.07) / (0.11 − 0.07) = 0.428 or 0.43.

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