Answer:
i= 8% annual compunded
Explanation:
Giving the following information:
Your parents will retire in 18 years. They currently have $250,000, and they think they will need $1,000,000 at retirement.
We need to calculate the interest rate required to reach the $1 million goal in 18 years without any additional deposit.
FV= PV*(1+i)^n
Isolating i:
i= [(FV/PV)^(1/n)] - 1
i= [(1,00,000/250,000)^(1/18)] - 1= 0.08
i= 8% annual compunded
<span>Assume
that Jocelyn is comparing two fixed-rate loan options, a 15 year and a
30 year mortgage. Both options have the same interest rate and amount
borrowed. The 30 year, when compared to the 15 year loan will have a lower monthly payment and a higher total cost when
repayment is completed.
The longer the spread of an annuity payment the lower the monthly payment and the higher the total cost of the loan.
</span>
Answer:
B) average total cost must be rising
Explanation:
Marginal cost is the rate at which total variable cost increases when one more unit is produces.
So when marginal cost is larger than average cost, it means that total average costs must be increasing.
For example, we have the following production costs:
- total costs = $100
- units produced = 20 units
- total average costs = $5 per unit
If the marginal cost of producing 1 more unit is $6, then the total costs will be $106 and the total average cost will be $5.05 per unit (= $106 / 21 units).
Answer:
The absorption approach
Explanation:
The absorption approach with respect to the balance of payments derives that a balance of trade of a country will only better if the output of the company in terms of goods and services rises by more than its absorption or utilization
Here, the absorption refers to incurred expenditure by the residents who are domestic on the goods and services.
Hence, according to the given situation, the appropriate option is absorption approach
If a nation's currency drops in value significantly, the International Monetary Fund could step in and buy the currency so that some stability could occur economically
