what will happen to justified P/E ratio if the payout ratio increases? assuming the growth rate is constant.
the answer is increase. could some body explain why?
g = ROE*(1-Payout Ratio)
so P/E = (D1 /E)/(R-g)
If g decreases with increase in payout ratio why would P/E increase it should decrease. What am I missing?
Thanks
Which is it? Is g constant, or is g decreasing?
You can’t have it both ways.
125mph
May 16, 2018, 1:08pm
#3
“G is constantly decreasing”
G is constant according to the question.
But my though process was that if payout ratio increases than g will decrease comparing this with the state when payout ratio does not decrease.After initial decrease growth rate is constant.
Hanuman:
G is constant according to the question.
But my though process was that if payout ratio increases than g will decrease comparing this with the state when payout ratio does not decrease.After initial decrease growth rate is constant.
Why will g decrease?
Put another way, what assumption are you making when you say that g will decrease?
(Note: it is quite important that you realize the assumption you’re making; before I asked, you probably didn’t realize that you were making one.)
S2000magician:
Hanuman:
G is constant according to the question.
But my though process was that if payout ratio increases than g will decrease comparing this with the state when payout ratio does not decrease.After initial decrease growth rate is constant.
Why will g decrease?
Put another way, what assumption are you making when you say that g will decrease?
(Note: it is quite important that you realize the assumption you’re making; before I asked, you probably didn’t realize that you were making one.)
g = ROE*(1-Payout Ratio)
if initially payout ratio is 40% and it increases to 70% keeping ROE constant new g will be ROE*.3 were as initially g was ROE*.6 hence g decreases.
Once again, you’re insisting that g decreases when we’ve stipulated that g doesn’t change.
Go back through your calculation with g remaining constant and tell me what assumption you’re making. As a hint, you stated it explicitly just now.