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Ambiance Company has a current market price of $42, a current dividend of $1.25 and a required rate of return of 12%. All earnings are paid out as dividends. What is the present value of Ambiance’s growth opportunities (PVGO)?
A)
$38.85.
B)
$31.58.
C)
$16.71.



The PVGO is $31.58:
PVGO = $42 – ($1.25 / 0.12) = $31.58

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A firm has the following characteristics:
  • Current share price $100.00.
  • Current earnings $3.50.
  • Current dividend $0.75.
  • Growth rate 11%.
  • Required return 13%.

Based on this information and the Gordon growth model, what is the firm’s justified trailing price to earnings (P/E) ratio?
A)
11.9.
B)
8.9.
C)
11.3.



The justified trailing P/E is 11.9:
P0 / E0 = [($0.75)(1 + 0.11)/$3.50] / (0.13 – 0.11) = 11.8929

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A firm has the following characteristics:
  • Current share price $100.00.
  • One-year earnings $3.50.
  • One-year dividend $0.75.
  • Required return 13%.
  • Justified leading price to earnings 10.

Based on the dividend discount model, what is the firm’s assumed growth rate?
A)
12.4%.
B)
10.9%.
C)
8.6%.



The assumed growth rate is 10.9%:
P0 / E1 = ($0.75/$3.50) / (0.13 – g) = 10, g = 10.86%

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A firm has the following characteristics:
  • Current share price $100.00.
  • Next year's earnings $3.50.
  • Next year's dividend $0.75.
  • Growth rate 11%.
  • Required return 13%.

Based on this information and the Gordon growth model, what is the firm’s justified leading price to earnings (P/E) ratio?
A)
11.3.
B)
10.7.
C)
8.7.



The justified leading P/E is 10.7:
P0 / E1 = ($0.75 / $3.50) / (0.13 – 0.11) = 10.714

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Stan Bellton, CFA, is preparing a report on TWR, Inc. Bellton’s supervisor has requested that Bellton include a justified trailing price-to-earnings (P/E) ratio based on the following information:
Current earnings per share (EPS) = $3.50.
Dividend Payout Ratio = 0.60.
Required return for TRW = 0.15.
Expected constant growth rate for dividends = 0.05.
TWR’s justified trailing P/E ratio is closest to:
A)
4.0.
B)
6.3.
C)
6.0.




The dividend payout ratio (1 – b) is 0.60, so the retention ratio (b) is 0.4.

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If an asset’s beta is 0.8, the expected return on the equity market is 10.0%, and the appropriate discount rate for the Gordon model is 9.0%, what is the risk-free rate?
A)
5.00%.
B)
6.50%.
C)
2.50%.



Required return = risk-free rate + beta (expected equity market return – risk-free rate)
9% = risk-free rate + 0.8(0.10 – risk-free rate)
9% = 0.08 + 0.2(risk-free rate)
1% / 0.2 = risk-free rate = 0.05 or 5%

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What is the value of a fixed-rate perpetual preferred share (par value $100) with a dividend rate of 11.0% and a required return of 7.5%?
A)
$147.
B)
$152.
C)
$138.



The value of the preferred is $147:
V0 = ($100par × 11%) / 7.5% = $146.67

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If the value of an 8%, fixed-rate, perpetual preferred share is $134, and the par value is $100, what is the required rate of return?
A)
8%.
B)
7%.
C)
6%.



The required rate of return is 6%: V0 = ($100par × 8%) / r = $134, r = 5.97%

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A $100 par, perpetual preferred share pays a fixed dividend of 5.0%. If the required rate of return is 6.5%, what is the current value of the shares?
A)
$100.00.
B)
$76.92.
C)
$88.64.



The current value of the shares is $76.92:
V0 = ($100 × 0.05) / 0.065 = $76.92

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What is the value of a fixed-rate perpetual preferred share (par value $100) with a dividend rate of 7.0% and a required return of 9.0%?
A)
$71.
B)
$56.
C)
$78.



The value of the preferred is $78:
V0 = ($100par × 7%) / 9% = $77.78

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