In: Finance
What is the value today of $6,000 that is due in 413 years if the interest rate is 2.63% compounded monthly?
|
Amount to be received |
6,000.00 |
|
Period (in years) |
413 |
|
Compounding frequency |
monthly |
|
Interest rate |
2.63% |
|
Monthly interest rate --> Interest rate / 12 |
0.2192% |
|
no. of months (Period x 12) |
4,956 |
|
Present value = Future value x PV factor |
|
Present value = Future value x ((1+monthly interest rate)^-no. of months) |
|
Present value = Future value x ((1+0.2192%)^-4956) |
|
Present value = 6000 x 0.000019 |
|
Present value = $ 0.1140 |