Answer:
a. 4 years
b. 19 years
c. 19 years
d. 25 years
Explanation:
The number of years, n is calculated for each future value as follows :
a. $1,360
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $1,360
n = ?
Using a Financial Calculator, the number of years, n is 3.9953 or 4 years
b. $2,720
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $2,720
n = ?
Using a Financial Calculator, the number of years, n is 13.00 or 13 years
c. $4,316
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $4,316
n = ?
Using a Financial Calculator, the number of years, n is 19.00 or 19 years
d. $6,848
Pv = - $1,000
Pmt = $ 0
P/y = 1
r = 8 %
Fv = $6,848
n = ?
Using a Financial Calculator, the number of years, n is 24.9991 or 25 years
I can’t see the questions very well
Answer:
d. 8%
Explanation:
The computation of the discount rate is shown below:
Initial investment = Present value of cash inflows
where,
Initial investment is $7,139,000
And, the present value of cash inflows
= Annual cash inflows × discount rate
We assume the discount rate be X
$7,139,000 = $1,000,000 × X
So,
X = 7139000 ÷ 1000000 = 7.139
= 8%
We simply applied the above formula in order to find out the discount rate
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