If you deposit $3000 in a savings account for six years, and your bank has an interest rate of 6.00% for the first $500 that was deposited and 0.10% for the remaining $2500. The interest rate is compounded monthly. What would the amount be in the account after six years?
Formula for the compound interest is A = P(1 + r/n)^(n)
A = future value of investment
P = principal investment amount
r =interest rate
n = number of times that interest is compound for period
For 1st $500,
For Remaining $2500.
Total amount after 6 years..= $2515.04+$716.02 = $3231.06
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