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Using the Gordon growth formula, if D1 is $2.00, ke is 12% or 0.12, and g is 10% or 0.10,then the current stock price isA) $20.B) $50.C) $100.D) $150.

Question

Using the Gordon growth formula, if D1 is 2.00,keis122.00, ke is 12% or 0.12, and g is 10% or 0.10,then the current stock price isA) 20.B) 50.C)50.C) 100.D) $150.

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Solution

The Gordon Growth Model is a model to determine the intrinsic value of a stock, excluding external factors such as market conditions. The model assumes that dividends grow at a constant rate and the value of a stock is the value of its future dividends.

The formula for the Gordon Growth Model is:

P = D1 / (ke - g)

where: P = price of the stock D1 = expected dividend in the next year ke = required rate of return for the investor g = growth rate in dividends

Given the values D1 = $2.00, ke = 12% or 0.12, and g = 10% or 0.10, we can substitute these into the formula:

P = $2.00 / (0.12 - 0.10)

P = $2.00 / 0.02

P = $100

So, the current stock price is 100.Therefore,theanswerisC)100. Therefore, the answer is C) 100.

This problem has been solved

Similar Questions

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Using the Gordon growth model, if D1 is $.50, ke is 7%, and g is 5%, then the presentvalue of the stock isA) $2.50.B) $25.C) $50.D) $46.73

Using the Gordon growth model, what is the  current price of a stock that: Paid $1 dividend last period and $1.02 this period.Is compared to return on equity of 5% per period.

Suppose D0 is $5.70, R is 10%, and g is 5%. What is the price per share today?

Using the one-period valuation model, assuming a year-end dividend of $0.11, an expectedsales price of $110, and a required rate of return of 10%, the current price of the stock wouldbeA) $110.11.B) $121.12.C) $100.10.D) $100.11.

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