Using the Dividend Growth Model, the formula for determining the value of a constant growth stock is: Price today (P_0) = Dividend in one year (required rate of return on the stock - expected growth rate in dividends) Price today (P_0) = Coupon/required rate of return on the stock - expected growth rate in dividends) Price today(P_0) = Par/(required rate of return on the stock - expected growth rate in dividends) Using the formula for determining the value of a constant growth stock, and D = $1.00. r = 10% and g = 5%. the price of the stock today is: $15.00 $20.00 $25.00 If the dividend today is $2.50 and is expected to grow at a constant rate of 4%. the dividend 3 years from now will be: $2.60 $2.70 $2.81 What is the value of a share of stock today if the dividend a year from now is $2.03. the required rate of return on the stock is 10.5% and the dividend growth rate is 4%? $31.20 $35. $56.19 What is the value of a share of stock today if the dividend a year from now is $5.00. the required rate of return on the stock is 12% and the dividend growth rate is 2%? $41.00 $51.00 $61.00 What is the value of a share of stock with nonconstant growth in dividends, and dividend present values of $7.21. $10.15 and $12.43 for the next three years? $59.38 $29.79 $12.43