I don’t get the intuition behing the relation between the two below equations:
Why do we add g to the dividends yield and don’t add it to the earnings yield to get the total expected stock return of equity?
Isn’t the earnings growth as much of a composent of expected total return as the dividends growth?
Earnings yield is total return.
E/P = D/P + (1-PR)*E/P
Cancel the P’s, you get Earnings = Dividends + portion of Earnings not payed out as dividends.
1-PR = Reinvestment Rate
g = Roe * RR
Since E = $Roe
Then $Earnings = $Dividends + $Growth
Add back the yield’s (divide by P)
I don’t get that part. What $Roe stands for?
Earnings.
The poriton of earnings not payed out as dividends is the growth in $ terms. Divide that by the price, and you get the growth in % terms.
g = ROE * RR all in percent
$g = Earnings \* %RR gives you growth in ()
$Earnings = $Dividends + $Growth (Earnings reinvested)
Divide by price gives you:
Earnings yield(%) = Dividends yield(%) + Growth(%)