Stocks A and B have the following data. Assuming the stock market is efficient and the stocks are in equilibrium, which of the following statements is CORRECT?
Stock A |
Stock B |
|
Required return |
12% |
15% |
Market price |
$30 |
$45 |
Expected constant growth rate of dividends |
8% |
8% |
These two stocks should have the same price. |
||
These two stocks must have the same dividend yield. |
||
These two stocks should have the same expected return. |
||
These two stocks must have the same expected capital gains yield. |
||
These two stocks must have the same expected year-end dividend. |
Given about stock A,
Required return rs = 12%
Market price = $30
Growth rate g = 8%
So, using this,
dividend yield = rs - g = 12-8 = 4%
Capital gains yield = g = 8%
year end dividend D1 = P0*(rs-g) = 30*(0.04) = $1.2
For stock B,
Required return rs = 15%
Market price = $45
Growth rate g = 8%
So, using this,
dividend yield = rs - g = 15-8 = 7%
Capital gains yield = g = 8%
year end dividend D1 = P0*(rs-g) = 45*(0.07) = $3.15
So, for both the stock, only Capital gains yield is same.
Option D is correct.
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