Gordon’s dividend growth model proposes that current market prices are a reflection of the present value of future dividends of a company discounted with an appropriate cost of equity. The model has established a relationship between three variables, i.e., Current Market Price, Dividends, and Cost of Equity. Further, there are three possible situations for future dividends:

- Future dividends uncertain or not following any trend
**Future dividends having a Constant Growth Rate**- Dividends having Phased Growth Situation in future. 5% for 3 Years, then 3% forever.

In the current post, the calculator will focus 2nd the situation, i.e., the constant growth rate.

The formula for calculating a cost of equity using the dividend discount model is as follows:

Where,

**Ke = D _{1}/P_{0} + g**

Ke = Cost of Equity

D_{1} = Dividend for the Next Year, It can also be represented as ‘*D _{0}*(1+g)*‘ where D

_{0}is the Current Year Dividend.

P_{0} = present value of a stock.

Most common representation of a dividend discount model is P_{0} = D_{1}/(Ke-g). This formula is meant for calculating the present value of the stock when the cost of equity is known. The formula mentioned above for calculating the cost of equity (Ke) when the other parameters are known.

## Cost of Equity Calculator

## How to Calculate using Calculator?

The cost of Equity (Constant Dividend Growth) calculator is easy to calculate the accurate cost of equity. There are three basic inputs required for calculating, and they are as follows:

- Current Year Dividend
- Constant Growth Rate
- Current Market Price