Suppose You Deposit $1,000 at the End of Each Quarter $A=\$ 1,000(F / A, 2 \%, 20)(A / F, 8 \%, 5)$

Suppose you deposit $1,000 at the end of each quarter for 5 years at an interest of 8% compounded
continuously. What equal end-of-year deposit over 5 years would accumulate the same amount at the end of 5
years under the same interest compounding (8%, compounded continuously) ? To answer the question, which of
the following is correct?

A) $A=\$ 1,000(F / A, 2 \%, 20) (A / F, 8 \%, 5)$
B) $A=\$ 1,000\left(F / A, e^{0.02}-1,4\right)$
C) $A=\$ 1,000\left(F / A, e^{0.02}-1,20\right) (A /F, 8 \%, 5)$
D) None of the above