Answer:
Risk-free rate (Rf) = 3%
Market return (Rm) = 11%
Beta (β) = 2.8
Ke = Rf +β(Rm - Rf)
Ke = 3 + 2.8(11 - 3)
Ke = 3 + 2.8(8)
Ke = 3 + 22.4
Ke = 25.4%
Explanation:
Cost of retained earnings is a function of risk-free rate plus beta multiplied by risk-premium. Risk premium is the difference between market return and risk-free rate,
THe firing pin strikes the primer. That comes first, the spark ignites the gun powder, the powder burns into a gas, the gas is shot out of the barrel
Answer:
work out a plan with its financial intermediaries
Explanation:
Based on the information provided within the question it can be said that in this situation the company should work out a plan with its financial intermediaries
. By doing so they would be able to clearly point out the problem and focus on it to be able to come up with a solution on how to obtain the credit that they need.
The increase in stock risk has lowered its value by 16.09%.
<h3>What does market price mean?</h3>
- The price at which a good or service can currently be bought or sold is known as the market price.
- The forces of supply and demand determine the market price of a good or service; the price at which the quantity supplied and demanded are equal is the market price.
<h3>What is current price and market price?</h3>
- Market value is another name for the current price. It is the last traded price for a share of stock or any other security.
According to the question:
- If the security's correlation coefficient with the market portfolio doubles (with all other variables such as variances unchanged), then beta, and therefore the risk premium, will also double. The current risk premium is: 13% - 5% = 8%
The new risk premium would be 16%, and the new discount rate for the security would be: 16% + 5% = 21%
If the stock pays a constant perpetual dividend, then we know from the original data that the dividend (D) must satisfy the equation for the present value of a perpetuity:
Price = Dividend/Discount rate.
26 = D/0.13.
D =26 x 0.13.
D = $3.38.
At the new discount rate of 21%, the stock would be worth:
$3.38/0.21.
= $16.09.
The increase in stock risk has lowered its value by 16.09%.
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A firm in a perfectly competitive market: d. must take the price that is determined in the market.
<h3>What is a
perfectly competitive market?</h3>
A perfectly competitive market can be defined as a type of market in which there are many buyers and sellers of homogeneous products, and there is free entry and exit in the market.
This ultimately implies that, all business firms in a perfectly competitive market must be willing to take the price that is determined in the market.
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