Answer:
$106,595
Explanation:
Given:
Initial market rate = 9%
Dropped market interest rate, r = 7% per year
or
= 7% × [6 ÷ 12]
= 3.5% = 0.035
Remaining time, n = 9 years = 18 semi annual periods
Now,
Value of the bond at the retirement
= [ PVAF × Interest payment] + [ PVF × face value]
here,
Present value of annuity factor, PVAF = 
or
PVAF = 
or
PVAF = 13.189
And,
Interest payment = $100,000 × 8% × [6 ÷ 12 ] [since, 8% bonds]
= $4000
Present value factor = 
= 0.538
par value = $100,000
= [13.189 × $40] + [0.538 × 100,000]
= 52,758.7316 + 53,836.114
= $106,595
Hence,
The correct answer is option $106,595
Both A and C are almost required to communicate a complex idea. A. pulls the person into actually listening and C makes your idea comprehensible. If I had to go with one or the other, I would emphasize A since it makes certain that the person pays attention. However, putting into consideration that your teacher would likely not want that answer, I would instead go with C.
The future value of an ordinary annuity of $60 paid at the end of each quarter for 3 years, if interest is earned at a rate of 4%, compounded quarterly will be 907.2$
<h3>What is Compounding?</h3>
Compounding is the method through which interest is added to both the principle balance already in place and the interest that has already been paid. Thus, compounding can be thought of as interest on interest, with the result that returns on interest are magnified over time, or the so-called "magic of compounding." After a year, you would receive $10 in interest if you deposited $1,000 into an account with a 1% annual interest rate. Compound interest allowed you to earn 1 percent on $1,010 in Year Two, which amounted to $10.10 in interest payments for the year.
Hence, The future value of an ordinary annuity of $60 paid at the end of each quarter for 3 years, if interest is earned at a rate of 4%, compounded quarterly will be 907.2$
To learn more about compounding click,
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Answer:
b. number of days' sales in inventory
