Question
Alyson deposits $500 in the bank for 12 years. The bank offers her a 4% interest rate compounded annually. How much money will be in her account at the end of the 12 years? (Remember to round your answer to the nearest cent.)
Answers
GPT 3.5
First calculate the interest per year by multiplying the deposit by the interest rate: $500 * .04 = $<<500*.04=20>>20.
Since the interest is compounded annually, multiply the interest by the number of years to calculate the total interest: $20 * 12 years = $<<20*12=240>>240.
Finally, add the interest to the original deposit to find the total amount of money in the account: $500 + $240 = $<<500+240=740>>740. Answer: \boxed{740}.
Since the interest is compounded annually, multiply the interest by the number of years to calculate the total interest: $20 * 12 years = $<<20*12=240>>240.
Finally, add the interest to the original deposit to find the total amount of money in the account: $500 + $240 = $<<500+240=740>>740. Answer: \boxed{740}.
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