You are taking out an $11,000 loan today at 7% compounded annually. You will pay back the loan with 6 equal end-of-year payments.
How much interest will you owe in the third year?
How much will you owe the bank at the end of the third year?
Year | Beginning Balance | Payment | Principal Payment | Interest Payment | Ending Balance |
1 | $11,000.00 | $2,307.75 | $1,537.75 | $770.00 | $9,462.25 |
2 | $9,462.25 | $2,307.75 | $1,645.40 | $662.36 | $7,816.85 |
3 | $7,816.85 | $2,307.75 | $1,760.57 | $547.18 | $6,056.28 |
4 | $6,056.28 | $2,307.75 | $1,883.81 | $423.94 | $4,172.46 |
5 | $4,172.46 | $2,307.75 | $2,015.68 | $292.07 | $2,156.78 |
6 | $2,156.78 | $2,307.75 | $2,156.78 | $150.97 | $0.00 |
How much interest will you owe in the third year?
547.18
How much will you owe the bank at the end of the third year?
6056.28
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