Respuesta :
Answer:
B - $13,556.82
Explanation:
Amount to be invested is equal to the present value of future inflows
Present value = future value/(1+Interest rate)^Number of years
The actual amount at the end of the first year should be $3000 if there is an answer in the options
The amount at the end of the second year is $4000
The amount at the end of the third, fourth and fifth year is $5000
Hence, amount to be invested = 3000/(1.17) + 4000/(1.17)^2 + 5000/(1.17)^3 + 5000/(1.17)^4 + 5000/(1.17)^5
= $13,556.82
Hence, the answer is $13,556.82
Answer:
The answer is $11,847
Explanation:
Amount to be invested is equal to the present value of future inflows
Present value = future value/(1+Interest rate)^Number of years
Hence, amount to be invested = 1000/(1.17) + 4000/(1.17)^2 + 5000/(1.17)^3 + 5000/(1.17)^4 + 5000/(1.17)^5
= $11,847.
Hence, the answer is $11,847..