As per Dividend Discount Model,
Current price of the share P0= D1/r-g Where D1= Dividend in year 1, r= Required rate of return and g= constant growth rate in dividend.
Therefore, D1= D0*g where D0= Current (Last year) Dividend
Hence, P0= [D0*(1+g)]/(r-g)
P0*r – P0*g = D0 + D0*g
P0*r – D0= P0*g – D0*g = g*(P0-D0)
Therefore, g= (P0*r –D0)/ (P0-D0)
Given, P0= $25 and r= 20% and D0=$5
Substituting these values,
Constant Growth rate (g) = (25*0.20-$5)/25-5 = 0/20 = 0
Please add the following sentence to the question: "The company just paid $5 dividend." Question #5:...
SAPS company stocks are currently selling for $25 per share, and the required rate of return on the stock is 20%. What is the growth rate expected for the dividends assuming constant growth?
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