Computer stocks currently provide an expected rate of return of 19%. MBI, a large computer company, will pay a year-end dividend of $5 per share. |
Requirement 1: |
If the stock is selling at $52 per share, what must be the market's expectation of the growth rate of MBI dividends? (Round your answer to 2 decimal places. Omit the "%" sign in your response.) |
Growth rate | % |
Requirement 2: |
(a) |
If dividend growth forecasts for MBI are revised downward to 5% per year, what will happen to the price of MBI stock? |
(Click to select)FallsRises |
(b) |
What (qualitatively) will happen to the company's price–earnings ratio? |
a) Expected return using constant dividend growth model is computed as follows -
Ke = ( D1 / P0 ) + g
where, Ke = expected return, D1 = expected dividend, P0 = stock price, g = growth rate
From the above formula, we can derive growth rate as -
g = Ke - (D1 / P0)
or, g = 0.19 - ($5 / $52) = 0.0938462 or 9.38%
b) P0 = D1 / (Ke - g)
or, P0 = $5 / (0.19 - 0.05) = $35.71429 or $35.71
Therefore, the stock price falls to $35.71.
c) P/E Ratio = market price / Earnings per share
Since market price has fallen, the numerator of the ratio has fallen, therefore, the PE ratio will decrease.
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