Answer: 6.42%
Explanation:
To calculate this, we use the formula for the Dividend Discount Model/ Gordon Growth Formula as follows:
P = D1/(r - g)
Where,
P = current stock price
D1 = Next dividend
r = required return
g = growth rate
We can make r the subject of the equation by,
P = D1/(r - g)
P(r - g) = D1
r - g = D1/P
r = D1/P + g
Calculating therefore we have,
r = 2.65/43.15 + 0.045
= 0.06417728852
= 6.42%
6.42% is the required return.
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Answer:
a. 9.1 percent deflation between the first and second years, and 4 percent deflation between the second and third years.
Explanation:
To calculate the rate of inflation/deflation, we have to divide by the oldest price index.
The second year, the variation of the price index was:
This means a 9.1% deflation.
The third year, the variation of the price index was:
This means a 4% deflation.
12.0 years will take for these bonds to mature.
What is a coupon in bonds?
The term "coupon," which is also sometimes referred to as "coupon payment," refers to the annual interest rate that is paid on a bond from the date of issuance until maturity. It is described as being a percentage of the bond's face value. When discussing coupons, the coupon rate is frequently employed.
How does coupon rate affect bond price?
The price of bonds is significantly influenced by the coupon rate on a bond in comparison to current market interest rates. Bond prices increase when a coupon is more than the current interest rate; prices decrease when a coupon is lower.
Learn more about coupon in bonds: brainly.com/question/22504216
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Answer:
(D) decrease revenues and decrease assets
Explanation:
Since the revenue is unearned, its entry in the books needs to be reversed.
When a revenue was recorded in the books, the like journal entry would have been.
Debit Cash/Bank/Receivables Account (thus increasing asset)
Credit Revenue Account (thus increasing revenue)
There, reversing the entry will involve decreasing revenue and decreasing asset.
