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    Dividend Growth Model - How to Value Common Stock with a Constant Dividend and Steady Growth 
 If the dividend grows at a steady rate, we do not need to forecast an infinite number of future dividends; however we just need to come up with a single growth rate which is a lot simpler. Taking D0 to be the dividend just paid and g to be the constant growth rate, the value of one share of stock can be simply written as: 
 This can be cut down to the following: 
 We have therefore just derived the dividend growth model which is a model that determines the current price or value of a share of stock as its dividend next period divided by the discount rate minus the dividend growth rate. Example Consider a case where the current dividend payout is $1.80 and the rate of return required is 15% while the constant growth rate is 5%. What will the current price of the stock be? 
 Bank of America Dividend Growth Model Application - Example 
 a) Since we are already given the next dividend as $2 per share, we will not multiply D1 with (1 + g) as it is given as $2. Having said this, the dividend growth formula we will use is: 
 b) Since we already know the dividend in one year, the dividend in four years is equal to: 
 Therefore, the price of the stock in four years will be: 
 Dividend Growth Sample Problems – Example 1 ABC Company has just paid a $1.5 dividend and dividends are expected to grow at 5% per year. Return on shareholder’s equity is 12%. What is the stock price? 
 Dividend Growth Sample Problems – Example 2 ABC Company is a declining company and dividends are expected to decrease by 4% a year. Next year’s dividends are expected to come in at $2 per share and the required shareholder return is 8%. a) What is the current price of the stock? 
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