Dividend Discount Model Calculator

Dividend Discount Model 

Dividend Discount Model Calculator is an online tool which calculates the value of equity shares in terms of present value. This model assumes that the present value of equity is equal to all its future dividends.

The model states that the dividend will affect the market price of shares. The dividend discount model talks only about dividend. It does not take into account the concept of capital appreciation. According to this model, shareholders are more interested in dividend distribution at a constant rate each year rather than retention of profits.

The major assumption under dividend discount model is that the growth rate of dividend is constant.

Formula for Calculating Dividend Discount Model

Formula for calculating value of stock through dividend discount model is:

Value of Stock = Expected Dividend Per Share / (Cost of equity – Dividend Growth Rate)

About the Calculator / Features

This calculator calculates the value of stock effortlessly when the user provide following data to the calculator.

  • Expected Dividend Per Share
  • Cost of Equity
  • Dividend Growth Rate

Calculator

dividend discount model calculator

How to Calculate using Dividend Discount Model Calculator

In order to calculate the value of stock using calculator, the user simply have to insert following data to the calculator.

Expected dividend per share

It is generally denoted by D1. It is the dividend expected by shareholders. Generally, matured companies with a constant growth use this model. Expected dividend per share can be calculated with the help of following formula.

D1 = D0(1+g)

where, D0 = Dividend of first year

g = Dividend growth rate

Cost of equity

It is denoted by ke. Cost of equity can be defined as the minimum rate of return to be earned to pay off dividends to the shareholders. There are 4 methods available to calculate the cost of equity.

  1. Dividend method (no growth model)
  2. Constant growth model (Gordon model)
  3. Earning model
  4. Capital Asset Pricing Model (CAPM)

Calculator to calculate cost of equity using constant dividend growth model – Cost of Equity (Constant Dividend Growth) Calculator

Calculator to calculate cost of equity using capital asset pricing model – Cost of Equity (CAPM Model) Calculator

Dividend growth rate

Shareholder expects a constant growth in dividend each year. This expected growth rate is dividend growth rate.

Example of Dividend Discount Model

Let us try to understand this concept of the dividend discount model with the help of an example. Mr. X is contemplating the purchase of 100 equity shares of a Company. His expectation of return is 15% before tax by way of dividend with an annual growth of 10%. The Company’s last dividend was 5 per share. The market price of a share is `102 per share.

Required:
Calculate the value of equity shares after the announcement of dividend

Value of Stock = 5.5 / (0.15 – 0.10) = 110

Here, D1 = 5(1+0.1) = 5.5

ke = 0.15

g = 0.10

Interpretation of Dividend Discount Model

Dividend discount model gives the investor the price of stock he is intending to invest in. If this value is higher than the market price of stock, investor should invest in the stock as it is undervalued. Similarly, when the market price is higher than the value calculate through this model, the investor should sell the stock as it is overvalued. In the example above, the market price of equity share is lower than its price under dividend discount model. Therefore, the investor should purchase the shares.

Cautions

The main drawback of the dividend discount model is that it assumes that the dividend constantly grows each year which is not possible in the real world. Secondly, it completely ignores the capital appreciation that can fetch a better return to the shareholder than by distributing dividends.

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Sanjay Borad

Sanjay Bulaki Borad

Sanjay Borad is the founder & CEO of eFinanceManagement. He is passionate about keeping and making things simple and easy. Running this blog since 2009 and trying to explain "Financial Management Concepts in Layman's Terms".

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