A $9500 loan is to be amortized at 12% compounded quarterly with quarterly payments of $760. Complete the first three lines of an amortization schedule on your own paper. Then answer the following questions:
a. What is the balance at the end of the first quarter?
b. What is the amount of interest paid in the third quarter?
Please find the amortization schedule for the first three quarters
Quarterly interest=12%/4=3% (4 quarters in a year)
Periods | Opening balance | Quarterly payment | Interest=(Opening balance*3%) | Principal=Quarterly payment-Interest | Ending balance=Opening balance-principal |
1 | 9500.00 | 760.00 | 285.00 | 475.00 | 9025.00 |
2 | 9025.00 | 760.00 | 270.75 | 489.25 | 8535.75 |
3 | 8535.75 | 760.00 | 256.07 | 503.93 | 8031.82 |
a. The end of first quarter balance is $9025
b. The interest paid in 3rd quarter=$256.07
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