Answer:
11.3%
Explanation:
Given that,
Growth rate of industrial production, IP = 4%
Inflation rate, IR = 3.0%
Beta = 1.1 on IP
Beta = 0.5 on IR
Rate of return = 7%
Before the changes in industrial production and inflation rate:
Rate of return = α + (Beta on IP) + (Beta on IR)
7% = α + (1.1 × 4%) + (0.5 × 3%)
7% = α + 4.4% + 1.5%
7% - 4.4% - 1.5% = α
1.1% = α
With the changes:
Rate of return:
= α + (Beta on IP) + (Beta on IR)
= 1.1% + (1.1 × 7%) + (0.5 × 5%)
= 1.1% + 7.7% + 2.5%
= 11.3%
Therefore, the revised estimate of the expected rate of return on the stock is 11.3%.
Answer:
The options that are true regarding dividends include:
- A stock dividend increases the number of outstanding shares.
- A stock dividend commonly indicates management's confidence that the company is doing well.
Explanation:
A stock dividend is a payment to shareholders that is made in shares rather than in cash.
Once investors receive stock dividends, the number of their shares will increase. this validates the first statement
Secondly, stock dividends have a tax advantage for the investor. The share dividend, like any stock share, is not taxed until the investor sells it unless the company offers the option of taking the dividend as cash or in stock.
The stock dividend has the advantage of rewarding shareholders without reducing the company's cash balance thereby indicating management's confidence in the company is well-being.
The expected monetary value of the investment of $1,000 in Company A is $800.
Data and Calculations:
Cost of investment in Company A = $1,000
Probability of doubling investment = 40%
Probability of losing investment = 60%
Expected monetary value of investment = $800 ($2,000 x 40% + $0 x 60%)
Thus, the expected monetary value of the investment is $800.
Learn more: brainly.com/question/13905997
Answer:
a. $187.20.
b. $202.48.
c. $217.43.
Explanation:
Please find the below for detailed explanations and calculations:
We have the formula for determining the future price of the non-dividend-paying stock as below:
Future price = Spot price x (1+ annual risk free rate )n; which n = number of year(s) to maturity.
Thus, apply the general formula above, we have the below calculations:
a. Future price = 180 x (1+4%)^1 = $187.20;
b. Future price = 180 x ( 1+4%)^3 = $202.48;
c. Future price = 180 x (1+6.5%)^3 = $217.43.
