Answer:
the amount of money that has to be paid to acquire a given product.
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Your answer would be D.) Occupational safety and health administration
<u>Explanation:</u>
A. This is the case of Cyclical unemployment here lorraine is just graduated and does not find any job inspite of applying with many of the employers. Here the economic condition of the country is below its full capacity.
B. It is example of potential frictional unemployment as George takes time to move on from current job to a part time job. Frictional unemployment is the time taken to move from one job to another.
C. This is an example of structural and technological unemployment as there is a mismatch between the labor market required skills and the skills of the candidate. Christine has bank teller skills but it is not matched with skills expected by banks.
D. It is called as frictional unemployment where Ricardo is out of job due to lay off by the company. The period between a jobless situation and job is frictional unemployment.
Answer: The answer is $ 1266.
Explanation: If the commission rate is 6%
The commission is = 105500. 0.06 = 6330
40% is for the listing broker = 6330. 0.4 = 2532
And half is for his salesperson = 2532/2 = 1266.
The listing salesperson receive from this sale $ 1266.
The yearly rate of inflation in car prices over the 8 years that Dave bought his new car for $8,400 is <u>5.1%</u>.
<h3>What is inflation?</h3>
Inflation is the general increase in prices of goods and services in an economy which reduces the purchasing power of the consumers.
Based on the given information, the yearly increase in the inflation rate can be computed using the present value formula from an online finance calculator as below.
<h3>Data and Calculations:</h3>
N (# of periods) = 8 years
I/Y (Interest per year) = 5.1%
PMT (Periodic Payment) = $0
FV (Future Value) = $12,500
<u>Results:</u>
PV = 8,396.31 or $8,400
Total Interest $4,477.49
Thus, the yearly rate of inflation in car prices over the 8 years that Dave bought his new car for $8,400 is <u>5.1%</u>.
Learn more about inflation at brainly.com/question/8149429