Answer:
$8,644.30 ≈ $8,644
Explanation:
Data provided in the question:
Amount to be paid, A = $16,000
Interest rate that can be earned, r = 8% = 0.08
Time period, n = 8 years
Now,
A = P × ( 1 + r)ⁿ
Here,
P is the present value
thus, on substituting the respective value, we get
$16,000 = P × ( 1 + 0.08 )⁸
or
$16,000 = P × 1.8509
or
P = $8,644.30 ≈ $8,644
Answer: $1,000,000
Explanation:
We are informed from the question that in the current year, the Finn Foundation, a nongovernmental not‐for‐profit organization, received a $1,000,000 permanent endowment from Chris.
We are further told that the endowment reported income of $80,000 in the current year, and it was spent on recreational activities for the elderly.
The amount of contribution revenue with donor restriction that Finn should report at the end of the current year should be the $1,000,000 gotten from Chris.
Answer:
The correct answer is option (B).
Explanation:
According to the scenario, the given data are as follows:
Bond carrying value = $1,470,226
Rate of interest = 8%
Rate of interest (Semiannual ) = 4%
So, we can calculate the the bond interest expense on the first interest payment by using following formula:
The bond interest expense = Bond carrying value × rate of interest (semiannual)
By putting the value we get
= $1,470,226 × 4%
= $58,809
<u>Answer:</u>
<em>C. By allowing members of the other culture to understand your role within their culture </em>
<u>Explanation:</u>
- <em>Look to get it. </em>
- <em>Try not to make assumptions. </em>
- <em>Keep a receptive outlook. </em>
- <em>Evade generalizations. </em>
- <em>Start with who you know. </em>
- <em>Go to multicultural systems administration occasions. </em>
- <em>Get involved. </em>
- <em>Keep your statement. </em>
- <em>
Accept positive expectation. </em>
This is the way communicators show regard and impart successfully and decidedly with individuals in different societies, By enabling individuals from the other <em>culture to comprehend your job</em> inside their way of life.
Answer:
Adaptation of industrial products is the correct answer.
Explanation: