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1) How long would it take for you to save an adequate amount for retirement if you deposit $40,000 per year into an account beginning today that pays 12 percent per year if you wish to have a total of $1,000,000 at retirement? 2) When computing an interest or growth rate, the rate will increase the larger the future value, holding present value and the number of periods constant: T/F 3) $1,200 is received at the beginning of year 1, $2,200 is received at the beginning of year 2, and $3,300 is received at the beginning of year 3
1) How long would it take for you to save an adequate amount for retirement if you deposit $40,000 per year into an account beginning today that pays 12 percent per year if you wish to have a total of $1,000,000 at retirement?
2) When computing an interest or growth rate, the rate will increase the larger the future value, holding present value and the number of periods constant: T/F
3) $1,200 is received at the beginning of year 1, $2,200 is received at the beginning of year 2, and $3,300 is received at the beginning of year 3. If these cash flows are deposited at 12 percent, their combined future value at the end of year 3 is *
1 point
A) $ 6,700.
B) $17,000.
C) $12,510.
- D) $ 8,141.
Expert Solution
1) Computation of Time using NPER Function in Excel:
=nper(rate,pmt,pv,-fv,type)
Here,
NPER = Time = ?
Rate = 12%
PMT = $40,000
PV = 0
FV = $1,000,000
Type = 1
Substituting the values in formula:
=nper(12%,40000,0,-1000000,1)
Nper or Time = 11.49 years
So, It will take 11.49 years for you to save an adequate amount for retirement if you deposit $40,000 per year into an account beginning today that pays 12 percent per year if you wish to have a total of $1,000,000 at retirement.
2) When computing an interest or growth rate, the rate will increase the larger the future value, holding present value and the number of periods constant. The statement is true.
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