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azzyla2003
01.04.2020 •
Mathematics
Hei has $1800 in a retirement account earning 3% interest compounded annually . Each year after the first she makes an additional deposit of $1800. After 5 years what was her account balance if she did not make any withdrawals? Round each year's interest to the nearest cent if necessary
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Ответ:
$11643.14
Step-by-step explanation:
Hei started with $1800 in her account, which compounded annually at an interest rate of 3%. This means that her principal is $1800
She makes a yearly deposit of $1800 over 5 years
We calculated her accrued balance over the 5 years, we use the formula: I = P × R / 100 for each year.
Where P= principal, R= rate, I= Interest
Year 1 = 1800 × 3 / 100 = 54
Interest= $54
New principal will be 1800 + 54 + 1800 (annual additional deposit) = $3654
Year 2= 3654 × 3 / 100 = 109.62
Interest= $109.62
New principal will be 3654 + 109.62 + 1800 (annual additional deposit) = $5563.62
Year 3= 5563.62 × 3 / 100 = 166.91
Interest= $166.91
New principal will be 5563.62 + 166.91 + 1800 (annual additional deposit) = $7530.53
Year 4= 7530.53 × 3 / 100 = 225.92
Interest= $225.92
New principal will be 7530.53 + 225.92 + 1800 (annual additional deposit) = $9556.45
Year 5= 9556.45 × 3 / 100 = 286.69
Interest= $286.69
Total amount in her account will be 9556.45 + 286.69 + 1800 (annual additional deposit) = $11643.14
If Hei does not make any withdrawal within the 5 years, her account balance will be $11643.14 i.e. an accumulation of $10800 total deposit and $843.14 total interest.
Ответ:
Steps
Use the equation x=2j-5
Plug in jahiems age (14) for j and solve for c