Answer:
After 25 years you will have in your account $42,782.05.
Explanation:
First find the Future value of $19000 invested today at the end of 11 years.
PV = - $19,000
Pmt = $0
P/yr = 1
r = 3.30%
n = 11
FV = ?
Using a Financial calculator, the Future Value (FV) after 11 years will be $27,155.46.
Use the $27,155.46 to find future value at the end of the next 14 years at the rate of 2.70%
PV = - $27,155.46
Pmt = $0
P/yr = 1
r = 3.30%
n = 14
FV = ?
Using a Financial calculator, the Future Value (FV) after 14 years will be $42,782.05.
Thus, after 25 years you will have in your account $42,782.05.
Answer: c. The face value ($70,000), interest rate (6%), and term (120 days) are needed to calculate the maturity value of the note.
Explanation:
The Maturity Value of the note payable will be the Total Amount at the end of 120 days. This amount would be the face value of the Note plus the interest that would have accrued over these 120 days.
Maturity Value = Face Value + ( Face Value * interest rate * term)
= 70,000 + ( 70,000 * 0.06 * 120/360)
= 70,000 + 1,400
= $71,400
Option C is correct.
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Answer:
achieve economies of scope
Explanation:
Economies of scope -
It is the concept in economics , which is the reduction in the total cost of the production , when some products are produced collectively rather than individually , is known as economies of scope .
Same case is given in the question , where the management have organised medical and dental practices via some unique training program for the staff .