How to pay off debt and save at the same time
Consolidating debts: Pros and cons to keep in mind
Have you ever wondered how much you spend on interest on a loan? You need to know the amortization schedule, which is the process by which a loan gets paid down. Understanding it may be simpler than you realize.
Amortization is the process through which debt is paid down through regular payments towards the principal (the borrowed amount) and interest (the cost of borrowing). Not all loans are amortizing, but many of the most common types, like mortgages, auto loans, and personal loans are. These loans are paid down over a set period of time based on a simple payment schedule. Your payment plan is based on the amortization schedule, and understanding how it works will help you figure out the total cost of a loan.
Amortization shows how your loan payments change over time, from more of your monthly payment going toward interest at the beginning, to more of it going toward the principal.
Amortization schedules help you calculate how much you can save on a loan by paying more than your monthly payment.
Understanding how amortization works can help you lower your overall cost of borrowing.
Amortization describes a subtle change in your loan payments over time. The cost of your monthly payments stays consistent. However, the monthly cost of interest gradually decreases from month to month because interest rates are calculated based on your loan balance, not your monthly payment. As you pay off your loan, the balance steadily decreases along with the monthly cost of interest.
Spending less on interest leaves you with more money to cover the principal, which is the amount you still owe. Usually, more of your monthly payment goes towards interest than principal at the beginning of the loan. Near the end of the loan, you pay more principal than interest. This inverse relationship is amortization at work.
Let’s consider a $300,000 mortgage paid over 30 years. At an interest rate of 5%, your monthly payments will be $1,610.46. For the sake of simplicity, tax and insurance costs are not included in these calculations.
Here’s how the numbers play out over ten months:
|
Month |
Starting payment |
Payment |
Principal |
Monthly interest cost |
Final balance |
Cumulative interest |
|---|---|---|---|---|---|---|
|
1 |
$300,000.00 |
$1,610.46 |
$360.46 |
$1,250.00 |
$299,639.54 |
$1,250.00 |
|
2 |
$299,639.54 |
$1,610.46 |
$361.97 |
$1,248.50 |
$299,277.57 |
$2,498.50 |
|
3 |
$299,277.57 |
$1,610.46 |
$363.48 |
$1,246.99 |
$298,914.09 |
$3,745.49 |
|
4 |
$298,914.09 |
$1,610.46 |
$364.99 |
$1,245.48 |
$298,549.10 |
$4,990.96 |
|
5 |
$298,549.10 |
$1,610.46 |
$366.51 |
$1,243.95 |
$298,182.59 |
$6,234.92 |
|
6 |
$298,182.59 |
$1,610.46 |
$368.04 |
$1,242.43 |
$297,814.56 |
$7,477.35 |
|
7 |
$297,814.56 |
$1,610.46 |
$369.57 |
$1,240.89 |
$297,444.99 |
$8,718.24 |
|
8 |
$297,444.99 |
$1,610.46 |
$371.11 |
$1,239.35 |
$297,073.87 |
$9,957.59 |
|
9 |
$297,073.87 |
$1,610.46 |
$372.66 |
$1,237.81 |
$296,701.22 |
$11,195.40 |
|
10 |
$296,701.22 |
$1,610.46 |
$374.21 |
$1,236.26 |
$296,327.01 |
$12,431.66 |
Month
1
Starting payment
$300,000.00
Payment
$1,610.46
Principal
$360.46
Monthly interest cost
$1,250.00
Final balance
$299,639.54
Cumulative interest
$1,250.00
Month
2
Starting payment
$299,639.54
Payment
$1,610.46
Principal
$361.97
Monthly interest cost
$1,248.50
Final balance
$299,277.57
Cumulative interest
$2,498.50
Month
3
Starting payment
$299,277.57
Payment
$1,610.46
Principal
$363.48
Monthly interest cost
$1,246.99
Final balance
$298,914.09
Cumulative interest
$3,745.49
Month
4
Starting payment
$298,914.09
Payment
$1,610.46
Principal
$364.99
Monthly interest cost
$1,245.48
Final balance
$298,549.10
Cumulative interest
$4,990.96
Month
5
Starting payment
$298,549.10
Payment
$1,610.46
Principal
$366.51
Monthly interest cost
$1,243.95
Final balance
$298,182.59
Cumulative interest
$6,234.92
Month
6
Starting payment
$298,182.59
Payment
$1,610.46
Principal
$368.04
Monthly interest cost
$1,242.43
Final balance
$297,814.56
Cumulative interest
$7,477.35
Month
7
Starting payment
$297,814.56
Payment
$1,610.46
Principal
$369.57
Monthly interest cost
$1,240.89
Final balance
$297,444.99
Cumulative interest
$8,718.24
Month
8
Starting payment
$297,444.99
Payment
$1,610.46
Principal
$371.11
Monthly interest cost
$1,239.35
Final balance
$297,073.87
Cumulative interest
$9,957.59
Month
9
Starting payment
$297,073.87
Payment
$1,610.46
Principal
$372.66
Monthly interest cost
$1,237.81
Final balance
$296,701.22
Cumulative interest
$11,195.40
Month
10
Starting payment
$296,701.22
Payment
$1,610.46
Principal
$374.21
Monthly interest cost
$1,236.26
Final balance
$296,327.01
Cumulative interest
$12,431.66
Notice how the principal increases with every payment, while the monthly cost of interest decreases. Also, notice how much of your total monthly payment goes toward interest each month. It’s a lot! For most mortgages, interest may make up the bulk of your payments for several years.
Amortization shows us the true cost of borrowing. With an amortization schedule like the one shown above, it’s easy to see exactly how much you owe in interest. A quick look at your cumulative cost of interest can be eye-opening.
Amortization also calls attention to the benefits of paying off debt early. When you pay more than you owe each month, you can quickly lower your loan balance, and therefore decrease your total cost of interest.
Consider our previous example of a $300,000 mortgage at 5% interest. If you pay the minimum monthly payment for 30 years, your cumulative interest will total $279,767. Here’s what your amortization schedule will show for the final months of your mortgage:
|
Month |
Starting balance |
Payment |
Principal |
Monthly interest cost |
Final balance |
Cumulative interest |
|---|---|---|---|---|---|---|
|
357 |
$6,375.31 |
$1,610.46 |
$1,583.90 |
$26.56 |
$4,791.41 |
$279,727.37 |
|
358 |
$4,791.41 |
$1,610.46 |
$1,590.50 |
$19.96 |
$3,200.91 |
$279,747.33 |
|
359 |
$3,200.91 |
$1,610.46 |
$1,597.13 |
$13.34 |
$1,603.78 |
$279,760.67 |
|
360 |
$1,603.78 |
$1,603.78 |
$1,597.10 |
$6.68 |
$0.0 |
$279,767.35 |
Month
357
Starting balance
$6,375.31
Payment
$1,610.46
Principal
$1,583.90
Monthly interest cost
$26.56
Final balance
$4,791.41
Cumulative interest
$279,727.37
Month
358
Starting balance
$4,791.41
Payment
$1,610.46
Principal
$1,590.50
Monthly interest cost
$19.96
Final balance
$3,200.91
Cumulative interest
$279,747.33
Month
359
Starting balance
$3,200.91
Payment
$1,610.46
Principal
$1,597.13
Monthly interest cost
$13.34
Final balance
$1,603.78
Cumulative interest
$279,760.67
Month
360
Starting balance
$1,603.78
Payment
$1,603.78
Principal
$1,597.10
Monthly interest cost
$6.68
Final balance
$0.0
Cumulative interest
$279,767.35
But what happens if you pay an extra $50 every month? Let’s adjust our amortization schedule to find out.
|
Month |
Starting balance |
Monthly payment |
Extra payment |
Principal |
Monthly interest cost |
Final balance |
Cumulative interest |
|---|---|---|---|---|---|---|---|
|
334 |
$5,125.55 |
$1,610.46 |
$50.00 |
$1,639.11 |
$21.36 |
$3,486.44 |
$258,081.71 |
|
335 |
$3,486.44 |
$1,610.46 |
$50.00 |
$1,645.94 |
$14.53 |
$1,840.50 |
$258,096.23 |
|
336 |
$1,840.50 |
$1,610.46 |
$50.00 |
$1,652.80 |
$7.67 |
$187.71 |
$258,103.90 |
|
337 |
$187.71 |
$187.71 |
$0.0 |
$186.92 |
$0.78 |
$0.0 |
$258,104.68 |
Month
334
Starting balance
$5,125.55
Monthly payment
$1,610.46
Extra payment
$50.00
Principal
$1,639.11
Monthly interest cost
$21.36
Final balance
$3,486.44
Cumulative interest
$258,081.71
Month
335
Starting balance
$3,486.44
Monthly payment
$1,610.46
Extra payment
$50.00
Principal
$1,645.94
Monthly interest cost
$14.53
Final balance
$1,840.50
Cumulative interest
$258,096.23
Month
336
Starting balance
$1,840.50
Monthly payment
$1,610.46
Extra payment
$50.00
Principal
$1,652.80
Monthly interest cost
$7.67
Final balance
$187.71
Cumulative interest
$258,103.90
Month
337
Starting balance
$187.71
Monthly payment
$187.71
Extra payment
$0.0
Principal
$186.92
Monthly interest cost
$0.78
Final balance
$0.0
Cumulative interest
$258,104.68
Not only does your loan term shorten by 23 months, you save $21,662.67 in interest. That’s a lot of hard-earned money!
Amortization schedules are a valuable source of knowledge. With a few easy calculations, you can see your principal, monthly interest and cumulative interest at year one, two, 10 or 20. Plus, an amortization schedule can calculate how much you save by paying over the monthly minimum.
If you’re in the market for a loan, consider using a schedule to compare borrowing options. Doing so will help you understand what you’re signing up for. For example, you may be tempted to choose a loan with low monthly payments and higher interest rates. This often seems like the more affordable option, but in reality, the cumulative cost of interest may be quite high.
Creating an amortization schedule is as simple as plugging in a few numbers. Get started with Excel’s built-in amortization templates. Or, just browse online where you’ll find a variety of calculators to help you see numbers more specific to your situation.
If you have questions about amortization, we’re here to help. Make an appointment with us today.
What does “true cost of borrowing” mean?
When you take out a loan, you pay more than just the amount borrowed back. The "true cost" is the total amount you'll pay back on a loan, including interest, fees, and any additional charges.
How is interest different from APR?
Interest is the percentage charged on the loan balance. The annual percentage rate (APR) includes both interest and certain fees, giving you a clearer picture of the total borrowing cost.
How can I lower the cost of borrowing?
Some of the best ways to lower APRs are improving your credit score, making extra payments toward the principal, or choosing shorter loan terms.
What happens if I only make minimum payments?
Paying only the minimum extends the life of the loan and increases the total interest you’ll pay. Whenever possible, pay more than the minimum to reduce the long-term costs and shorten the amortization schedule.