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The formula for this problem is as follows:

PV(perpetuity)=CF/i

With the application of the numbers from this problem, you would plug them in as follows:

75/.04 = $1875 < your answer.

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10y ago
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3y ago

1875

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Q: What is the value of a preferred stock that pays a perpetual dividend of 75 at the end of each year when the interest rate is 4 percent?
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Does the 70 percent dividend exclusion include preferred stock?

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Gary Wells Inc plans to issue perpetual preferred stock with an annual dividend of 6.50 per share If the required return on this preferred stock is 6.5 percent at what price should the stock sell?

To answer this question, the appropriate formula is the discounted dividend model without growth which is presented as follows: P = DIV / r where P = price of the stock DIV = the amount of the annual dividend r = the required rate of return Using the above formula: V = $6.50 / 6.5% = $6.50 / 0.065 = $100 The price of the stock would be approximately $100 using the discounted dividend model.


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