valuation
The Gordon Growth Model (GGM) provides a straightforward method for stock valuation, predicated on the future dividend payments of a company. This model operates under the assumption that a company's dividends will increase at a constant growth rate indefinitely.
The formula for calculating the intrinsic value of a stock using the GGM is as follows:
[ P = \frac{D_1}{(r - g)} ]
Where:
To determine the fair price of a stock using the GGM, gather the following information:
Consider a company that pays a current dividend (D₀) of ₹5 per share, anticipates a growth rate of 4% per year, and requires a return of 10%. The calculation using GGM would be:
[ P = \frac{5(1.04)}{(0.10 - 0.04)} ]
Calculating this gives:
[ P = \frac{5.2}{0.06} = ₹86.67 ]
Thus, the fair value of the stock is approximately ₹86.67 per share.
The GGM is particularly beneficial for:
While the GGM is useful, it does have certain limitations:
Consider these alternatives for stock valuation:
The Gordon Growth Model serves as a practical tool for assessing stock value through future dividend projections. It aids investors in estimating fair stock prices, under the premise of stable dividend growth. Despite its efficacy for companies with regular dividend increases, the GGM has limitations when addressing high-growth or dividend-absent firms. For a thorough investment analysis, it is advisable to leverage the GGM in conjunction with other valuation methodologies, such as the Discounted Cash Flow (DCF) model or Price/Earnings (P/E) ratio assessments.