Answer:
r = 0.099974 or 9.9974% rounded off to 10.00%
Explanation:
Using the constant growth model of DDM we calculate the price of a stock today which is expected to pay a dividend which increases at a constant rate through out. The DDM values a stock based on the present value of the expected future dividends from the stock. The formula for price under this model is,
P0 = D1 / r - g
Where,
- r is the required rate of return or cost of equity
- g is the constant growth rate in dividends
Plugging in the available values in the formula, we calculate r to be,
74.11 = 4.63 / (r - 0.0375)
74.11 * (r - 0.0375) = 4.63
74.11r - 2.779125 = 4.63
74.11r = 4.63 + 2.779125
r = 7.409125 / 74.11
r = 0.099974 or 9.9974% rounded off to 10.00%
The answer, in my opinion, has to only beB
Answer:
$10.88
Explanation:
Calculation to determine What would be the maximum an investor should pay for the common stock of a firm that has no growth opportunities
Using this formula
Maximum payment for common stock=Dividend/Required rate of return
Let plug in the formula
Maximum payment for common stock=$1.36/.125 Maximum payment for common stock= $10.88
Therefore What would be the maximum an investor should pay for the common stock of a firm that has no growth opportunities is $10.88
Correct/Complete Question:
The nurse instructs a pregnant client regarding fetal growth and development which statement indicates the client needs further teaching?
A. The fetus keeps growing throughout pregnancy
B. The fetus may be underweight if it's exposed to smoke
C. The fetus gets nutrients from Amniotic fluid
D. Fetus it's oxygen from blood in the placenta
Answer:
C, the fetus gets nutrients fro the amniotic fluid
Explanation:
Amnionic fluid provides protection for the fetus as it is what surrounds the fetus. Nutrients and oxygen are gotten by the fetus through the umbilical cord vessels and placenta as against the amniotic fluid stated in the answer.
Cheers.
So students can learn some information of history of the past or animals or any kind of info. Also, some students love fairy tales and like to entertain themselves. Books can also improve students that have trouble with reading.
(You’re welcome)