Can you use TVM for this example?

Can you plug in the TVM for this example

An investor invested $10,000 into an account five years ago. Today the account value is 18,682. What is the investors annual rate of return on a continuously compounded basis?

I think that for this kind of example, you would need to first use TVM to find the effective interest rate. Then use the formula for interest rate conversion or ICONV function or your calculator to find the the stated interest rate which, compounded continuously, would yield the effective interest rate. In this case:

effective interest rate = 13.314288%.

Using the ICONV function on your calculator, you enter the effective interest of 13.314288% in EFF, for C/Y you enter 999999999999 ( which represents continuous compounding) then you find the nominal interest rate. This nominal rate. compounded continously is consistent with an effective rate of 13.314288%. The answer is NOM=12.499508%.

10000*e^(r*5) = 18682

Therefore,

r = ln(18682/10000) / 5 = 12.4995%