In: Finance
How many years would it take for a debt of $10,471 to grow into $34,171 if the annual compound interest rate is 6.3% with daily compounding?
Ans 18.78 years
| FV = | Future Value |
| PV = | Present Value |
| r = | rate of interest |
| n= | no of period |
| FV/ PV = | (1 + r )^n |
| 34171 / 10471 = | (1 + 6.3%/365)^n |
| 3.26339413618566 = | (1 + 6.3%/365)^n |
| 3.26339413618566 = | 1.000173^n |
| n = | 18.78 years |