Answer:
1. $15,406
2. $6,461
3. $2,118
4. $15,262
Explanation:
Calculation to Determine the present value
1. Calculation for the Present Value of $31,000, n= 12, i =6%
First step is to find the Present value of $1:
n= 12, i =6% (from PV of $1)
Where,
n represent the period for investment
i represent the interest rate
The Present value of $1:n= 12, i =6% (from PV of $1) is 0.49697
Now let Calculate the Present Value of $31,000,n= 12, i =6%
Present value=$31,000 *0.49697
Present value= $15,406
2. Calculation for the Present Value of $25,000, n= 20, i =7%
First step is to find the Present value of $1:
n= 20, i =7% (from PV of $1)
Where,
n represent the period for investment
i represent the interest rate
The Present value of $1:n= 20, i =7% (from PV of $1) is 0.25842
Now let Calculate the Present Value of $25,000, n= 20, i =7%
Present value=$25,000 *0.25842
Present value= $6,461
3. Calculation for the Present Value of $36,000, n= 25, i =12%
First step is to find the Present value of $1:
n= 25, i =12% (from PV of $1)
Where,
n represent the period for investment
i represent the interest rate
The Present value of $1:n= 25, i =12% (from PV of $1) is 0.05882
Now let Calculate the Present Value of $36,000, n= 25, i =12%
Present value=$36,000 *0.05882
Present value= $2,118
4.Calculation for the Present Value of $51,000, n= 14, i =9%
First step is to find the Present value of $1:
n= 14, i =9% (from PV of $1)
Where,
n represent the period for investment
i represent the interest rate
The Present value of $1:n= 14, i =9% (from PV of $1) is 0.29925
Now let Calculate the Present Value of $51,000, n= 14, i =9%
Present value=$51,000 *0.29925
Present value= $15,262
Therefore the PRESENT VALUE will be:
Future Amount i = n = Present Value
1 $31,000 6% 12 =$15,406
2 $25,000 7% 20 =$6,461
3 $36,000 12% 25 =$2,118
4 $51,000 9% 14 =$15,262
