- Each monthly payment pays the interest portion first,
with the remainder going to principal (adding a little
extra each month always goes to principal).
- The interest rate is an annual percentage, yet is
compounded and paid monthly on the outstanding
principal balance (5% annually = .416% monthly).
- The loan amount (original principal) is stretched out
over the amortization term of the loan.
- As payments reduce the outstanding principal
balance, the owner's equity increases.
- The same percentage interest is charged on a smaller
principal balance each month, so the payment's
interest portion decreases.

(For mathematical example and illustration only)
The first scheduled payment pays a lot of interest and just a little principal, while the last payment does just the opposite - lots of principal and very little interest.
Here it is expressed another way. This is an example of a shortened amortization schedule. An actual one includes all individual monthly payments -
Payment
Schedule
|
Unpaid
Balance
|
Monthly
Payment
| Principal | Interest |
Remaining Principal
Balance
|
First
Month
| $300,000 | $1574 | $374 | $1200 | $299,626 |
100th
Month
| 254,681 | 1574 | 555 | 1019 | 254,126 |
200th
Month
| 186,572 | 1574 | 828 | 746 | 185,744 |
300th
Month
| 85,045 | 1574 | 1234 | 340 | 83,811 |
360th Final
Month
| 1565 |
1574
| 1565 | 9 | 0 |
(For mathematical example and illustration only)
Note that the monthly payment amount remains the same for the entire loan period, while the principal and interest portions of that payment change.

|