Dividend Regressions: January 2023
Variables used in the regression
- Dividend
Yield = Dividends per share in most recent year/ Current Stock Price
- Dividend
Payout Ratio = Dividends / Net Income
- Beta: Regression or Bottom up beta
- Expected
Growth in EPS over next 5 years = Consensus analyst estimate (or your own)
of expected growth in EPS
. If you don't have an analyst estimate, use your own estimate
of expected growth.
US Regression: Dividend Yield
![](../Budimage/USYield1for2024.jpg)
Regression Output
![](../Budimage/USYield2for2024.jpg)
US Regression: Dividend Payout
![](../Budimage/USPayout1for2024.jpg)
Regression Output
![](../Budimage/USPayout2for2024.jpg)
Global Regression: Dividend Yield
![](../Budimage/GlobalYield1for2024.jpg)
Regression Output
![](../Budimage/GlobalYield2for2024.jpg)
Global Regression: Dividend Payout
![](../Budimage/GlobalPayout1for2024.jpg)
Regression Output
![](../Budimage/GlobalPayout2for2024.jpg)
- How do I use this regression?
Assume
that you want to estimate the dividend payout ratio for a firm with the following
characteristics, using the US regression:
% held by instiutions = 30%
Regression
beta = 1.20
Expected
Growth in EPS over next 5 years = 10%
Company Age = 35
- Predicted Values
- Expected Dividend Yield = 3.26 - .005 (30) + 0.005 (35) - 0.020 (10) - 1.167 (1.20) = 1.6846 or 1.68%
- Expected
Dividend payout ratio = 77.57 + 0.191 (30) - 0.085(35) + 0.552 (10) -34.84 (1.20) = 44.04 or 44.04%
If your
predicted value is less than zero, your predicted dividend payout ratio is
zero.