Answer:
The answer is: $22
Explanation:
In order to calculate the cost of skipping practice, we have to calculate the total sum of the deficit incurred within the period, and this includes the money that would have been earned during that hour of practice if it had been attended (opportunity cost of time), and the admission fee into the carnival. This calculation is shown below:
Opportunity cost of time = $13
cost of admission into carnival = $9
Total cost of skipping practice = opportunity cost of time + cost of admission into carnival
= 13 + 9 = $22
Answer: The fringe benefit is worth $182 more than the additional salary.
Explanation:
The Fringe benefit is valued at $3,600.
The additional salary after taxes is:
= 5,000 - (5,000 * 24%) - (5,000 * 7.65%)
= 5,000 - 1,200 - 382.5
= $3,418
The Fringe benefit is worth more than the salary by:
= 3,600 - 3,418
= $182
<em>Options are more probably for a variant of this question. </em>
Answer:
The correct answer is option c.
Explanation:
If there is an appreciation in the value of the dollar, it implies that the value of the dollar has increased in comparison to foreign currency. This means that foreign consumers will need to pay more for US goods. This will cause a decline in export demand.
Because of the decline in exports, the net exports will fall. This decrease in the net exports will cause the aggregate demand to fall. As a result, the aggregate demand curve will shift to the left.
To further sell the car and make it seem more desirable, aswell as to be adding benefits constantly
Answer:
Wage year 4= $12222.19
Explanation:
Giving the following information:
Each additional year of education causes future wages to rise by 7 percent.
A person with 12 years of education makes $21 000 per year.
A person with 4 years of education=$?
We will use the present value formula to calculate the wage in year 0. Then with the final value formula calculate the year 4 wage.
PV= FV/[(1+r)^n]
FV=final value at t time
r= rate
n= period of time
PV= 21000/(1,07^12)= $9324. 2511
Final Value= PV*(1+r)^t
Final Value year 4= 9324.2511*(1,07^4)= $12222.19
