If the maximum payment of $5,000 is made into a Individual Retirement Account (IRA) for 25 years at an annual interest rate of 3. 2%, determine the amount in the account. Round to the nearest cent. A. $187,159. 62 b. $193,148. 73 c. $129,082. 99 d. $129,427. 21.

Respuesta :

Based on the payment made into the account every year and the interest rate, the amount in the account after 25 years should be $187.159.62

The amount is constant which makes it an annuity.

The future value of an annuity is:

= Amount x ( ( 1 + rate) ^ Number of years - 1) / Rate

Solving gives:

= 5,000 x ( ( 1 + 3.2%) ²⁵ - 1) / 3.2%

= $187.159.62

In conclusion, the amount would be $187,159.62

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