Answer:
CCC's new required return be 16.5%
Explanation:
For computing the new required return, first, we have to compute the risk-free rate of return which is shown below:
Expected return = Risk- free rate of return + Beta × (Market risk - Risk- free rate of return)
12% = Risk- free rate of return + 1.5 × (10% - Risk- free rate of return))
12% = Risk- free rate of return + 15% - 1.5% Risk- free rate of return
So, the Risk- free rate of return is 6%
Now the average stock is increased by 30%
So, the new market risk is 13% and other things will remain constant
So, the new required return equal to
= 6% + 1.5 × (13% - 6%)
= 6% + 1.5 × 7
= 16.5%
Create a limit on the maximum no. of bottles the firm can make,
The required details about externality is mentioned in below paragraph.
<h3>How Do Externalities Work?</h3>
An externality is a cost or benefit a producer generates but does not personally bear or receive. An externality can result from the creation or consumption of a good or service and can be both positive and negative.
Externalities happen when creating or consuming a good has an effect on parties who are not involved in the transaction directly. Externalities can be either good or bad. They can result from either production or consumption as well. For instance, simply entering a city center will increase the pollution and traffic for individuals who live there.
to learn about externality here-
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Answer: The 1990s
Explanation:
The aim of human relations is to enable the creation of a win-win scenario such that employee needs can be satisfied and organizational objectives can also be achievable.
In the 1990s, employees had more input into management decisions and how they performed their jobs. Also, the use of groups and teams also became popular.
Answer and Explanation:
Risk and return are equal companions if we invest in a market with a higher risk that's mean this type of market provides a higher return.
If Investors invest their whole money in the high-risk market for there high return, may they get a huge loss.
So, The exposure must be balanced by investments in diversified markets with different risk weights.