Amy takes out a loan for $5000 with 5.25% compounded monthly today, and plans on paying back this loan with a $750 payment made at the end of each month for as long as necessary then a final payment to settle the debt one month after the last full payment. Find the number of full payments necessary and the size of the concluding payment.
Given Information
Loan Amount = $5000/-
Interest Rate = 5.25%
Monthly Reayment = $750/-
Month | Beginning Balance | [email protected]% | Monthly Payment | Principal | Ending Balance |
1 | 5000 | 22 | 750 | 728 | 4272 |
2 | 4272 | 19 | 750 | 731 | 3541 |
3 | 3541 | 15 | 750 | 735 | 2806 |
4 | 2806 | 12 | 750 | 738 | 2068 |
5 | 2068 | 9 | 750 | 741 | 1327 |
6 | 1327 | 6 | 750 | 744 | 583 |
7 | 583 | 3 | 586 | 583 | 0 |
* Round to the nearest $
Amy has to make 6 fully monthly payments.
In the 7th month Ending balance would be paid with interest on it, Therefore concluding payment that he has to do is
=$583(principal)+$3(interest)
=$586/-
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