Idend payments also depends mends on the his rate is 10 percent,th The current value of this flow of growing dividend pay count rate (the investor's required rate of return). If this rate walue is + 122319 51 $1.06 $1.124 $1.191 (1 + 0.1)1 *(1 + 0.1)2 (1 + 0.1)3 +. 1 assume that the In this form, the value cannot be determined. If, however, you end will grow (g) indefinitely at the same rate, the dividend-growth mor to brabirib D(1 + g)1 D(1 + g)2 D(1 + g)3 2 D(1 + pln ome V=7 (1 + k)1 + (1 + k)2 + (1 + k)3 + + (1 + k) ich simplifies to at som [v- Doll + 8 ) ? // 14* k-8 stock's intrinsic value depends on (1) the current dividend, (2) the grow e of return. The application of this model be trated by a simple example. If your required return is 10 percent percent and the sto Le ation of this model me red return is 10 percent and the nitely into the future The stock's intrinsic value depends on (1) the lui dividend, and (3) the required rate of return. The application of this illustrated by a simple example. If your required return is 10 percen currently paying a $1 per share dividend that is growing indefinitely in 6 percent annually, its value is $1(1 + 0.06) $26.50. T. on 10 percent.Com V- 0.1 -0.06 1961 2079 bis Dobry Any price greater than $26.50 will result in a total yield of less than 10 percent versely, a price less than $26.50 will produce a return in excess of 10 percent This return can be determined by rearranging the equation and substituti the current price for the value of the stock. Thus, the return (r) on an investment stock is sals 6 956346 614118 DS-904 D (1 +g) 17 Lut 17 (113 motosint 970 TOY The D.(1 + gy/P is the dividend yield, and g is the expected rate of growth in the an dend. If the price were $30, the anticipated return would be obrabi P 18. $1(1 + 0.06) +0.06 Obwoon $ 300 = 9.5%.100001 Idend payments also depends mends on the his rate is 10 percent,th The current value of this flow of growing dividend pay count rate (the investor's required rate of return). If this rate walue is + 122319 51 $1.06 $1.124 $1.191 (1 + 0.1)1 *(1 + 0.1)2 (1 + 0.1)3 +. 1 assume that the In this form, the value cannot be determined. If, however, you end will grow (g) indefinitely at the same rate, the dividend-growth mor to brabirib D(1 + g)1 D(1 + g)2 D(1 + g)3 2 D(1 + pln ome V=7 (1 + k)1 + (1 + k)2 + (1 + k)3 + + (1 + k) ich simplifies to at som [v- Doll + 8 ) ? // 14* k-8 stock's intrinsic value depends on (1) the current dividend, (2) the grow e of return. The application of this model be trated by a simple example. If your required return is 10 percent percent and the sto Le ation of this model me red return is 10 percent and the nitely into the future The stock's intrinsic value depends on (1) the lui dividend, and (3) the required rate of return. The application of this illustrated by a simple example. If your required return is 10 percen currently paying a $1 per share dividend that is growing indefinitely in 6 percent annually, its value is $1(1 + 0.06) $26.50. T. on 10 percent.Com V- 0.1 -0.06 1961 2079 bis Dobry Any price greater than $26.50 will result in a total yield of less than 10 percent versely, a price less than $26.50 will produce a return in excess of 10 percent This return can be determined by rearranging the equation and substituti the current price for the value of the stock. Thus, the return (r) on an investment stock is sals 6 956346 614118 DS-904 D (1 +g) 17 Lut 17 (113 motosint 970 TOY The D.(1 + gy/P is the dividend yield, and g is the expected rate of growth in the an dend. If the price were $30, the anticipated return would be obrabi P 18. $1(1 + 0.06) +0.06 Obwoon $ 300 = 9.5%.100001