Answer:
1. Using CAPM, the required return is;
Required return = risk free rate + beta * market risk premium
= 6% + 1.5 * 9%
= 19.5%
2. First find the portfolio beta which is a weighted average of the individual betas;
= (60% * 2.4) + (40% * 0.9)
= 1.8
Now use CAPM
= risk free rate + beta * (Market return - risk free rate)
= 4% + 1.8 * (13% - 4%)
= 20.2%
3.Geometric average can be calculated by;
=( ((1 + r1) * (1 + r2) * (1 + r3)) ^1/n) - 1
= (((1 + 6%) * (1 + 10%) * (1 - 6%)) ^ 1/3) - 1
= (1.09604^1/3) - 1
= 3.1%
I would think Interest rates
If the steps are small, a step-variable cost may be approximated using a Variable cost function without significant loss in accuracy.
<h3>Variable cost function</h3>
- An expense for the company that varies according to how much is produced or sold is called a variable cost.
- Depending on a company's production or sales volume, variable costs grow or fall. They climb as production rises and reduce as production declines.
- It is a production cost whose level fluctuates in response to shifts in a business's manufacturing activities.
- For instance, the raw materials required to make a product's components are regarded as variable costs because they frequently change depending on the volume of units produced.
- The total variable cost curve depicts the relationship between total variable cost and the volume of output produced graphically.
To learn more about the Variable cost function refer to:
brainly.com/question/27996021
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Answer:
1999 Merger of Exxon and Mobil
The reason that made the U.S. government to require Exxon and Mobil to divest themselves of so many gas stations in localized parts of the country to be willing to allow the merger to occur is:
c. To ensure competition in these regions and protect consumers from unwarranted price increases.
Explanation:
The agreement to sell so many gas stations in localized parts of the country was to forestall antitrust lawsuits. It was also made to protect consumers from unwarranted price increases, allowing more competition in the affected areas, where ExxonMobil owed too many gas stations.
