Answer:
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Answer:
$1,534.372
Explanation:
The computation of the expected level of the index in one year is shown below:
= Current index level × 1 + expected rate of return on the market - expected future value of the dividend paid over the next year
= $1,433 × (1 + 8.4%) - $19
= $1,553.372 - $19
= $1,534.372
We simply applied the above formula so that the expected level of the index in one year could come
The people who promote innovations as part of the process of transmission are called "Transmitters".
<h3>
What do you mean by term Innovations?</h3>
An innovation refers to the action or process of changing/transforming something. It an be used to make a process more effective.
In business, innovation often results when ideas are applied by the company in order to further satisfy the needs and expectations of the customers.
Adding to it, the transmitters are those who are helpful in the process of transmission of something. Rest all options like A, C and D are incorrect.
Therefore, correct option is B.
Learn more about transmitters, refer to the link:
brainly.com/question/2084370
#SPJ4
Answer:
$10.82%
Explanation:
The computation of stock value is shown below:-
First we need to find out the expected dividend for computing the stock value
So, Expected dividend = $1.42 × (1 + 1.3%)
= $1.44
Now, Stock value = Expected dividend ÷ (Required return - Growth rate)
= $1.44 ÷ (14.6% - 1.3%)
= $1.44 ÷ 13.3%
= $10.82%
So, for computing the stock value we simply applied the above formula.
Answer:
$0
Explanation:
Alfred paid in premiums = $18,300
company paid Alfred = $125,000
Alfred died after 18 months, then,
Company collected the face amount of the policy = $150,000
Sale of policy = [ company compensation - premium paid]
= $125,000 - $18,300
= $106,700
In this situation, Alfred receives the submission price from the insurance company consequential in profit.
There is no gain in the income of the insurance policy that is purchased by the Alfred for the long term.
That's why he is not required to include the amount of sale of policy i.e. $106,700.
Hence, Alfred required to include in his gross income will be zero ($0).