Amortization Explained

Mortgage Amortization:
Where Your Money Actually Goes

Your monthly payment stays the same for 30 years — but what it pays for changes dramatically every month. Learn how amortization works, why most of your early payments go to interest, and how to save tens of thousands with smarter payment strategies.

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Understand Your Mortgage

The Hidden Math That Costs You the Most

Your payment stays flat — but where the money goes shifts dramatically. Early on, nearly all of it pays interest. The strategies below are how you flip that math in your favor.

~86% Interest at Start

On a $300K loan at 6.5%, your first payment is ~86% pure interest — $1,625 of $1,896.

~$82,633 in Interest

Over 30 years you pay ~$382,633 total — $82,633 is pure interest.

~24 Years With 1 Extra

One extra payment a year cuts a 30-year loan to ~24 years and saves ~$46,000.

~$234,000 Savings

A 15-year mortgage can save roughly $234,000 in interest vs. 30-year.

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Your Amortization Strategy

How We Help You Beat the Amortization Curve

The amortization schedule isn't something to accept passively — it's something you can beat. We help you build a payoff strategy that saves the most interest and builds equity fastest.

1

Map Your Own Schedule

We run your exact numbers to show how much interest you'll pay over the life of your loan.

2

Find the Fastest Payoff

We calculate how extra payments, biweekly schedules, or a 15-year refi would save you the most.

3

Target Early Payments

We show you why the earliest extra payments matter most — and help you prioritize them for maximum impact.

4

Keep the Savings

We help you redirect your interest savings toward growing wealth — not just paying banks.

Get Your Amortization Analysis

How Mortgage Amortization Works

Amortization is the process of paying off a loan through fixed, regular payments over time. In a fully amortizing mortgage, each payment covers both interest and principal — but not in equal proportions. Early payments are mostly interest. Late payments are mostly principal. This is why building equity feels slow at first and accelerates dramatically toward the end.

The Amortization Formula

M = P × [r(1+r)^n] ÷ [(1+r)^n − 1] where: M = monthly payment, P = principal loan amount, r = monthly interest rate (annual rate ÷ 12), n = total number of payments (years × 12). Example: $300,000 at 6.5% for 30 years → r = 0.005417, n = 360 → M = $1,896.20. Over 30 years you'll pay $382,633 total — meaning $82,633 is pure interest on a $300,000 loan.

The Interest-to-Principal Ratio Over Time

Payment # Principal Interest Remaining Balance
1 $271.20 $1,625.00 $299,728.80
60 (Year 5) $366.91 $1,529.29 $278,967.43
120 (Year 10) $519.83 $1,376.37 $250,927.65
180 (Year 15) $736.52 $1,159.68 $213,276.41
240 (Year 20) $1,043.59 $852.61 $156,487.21
300 (Year 25) $1,478.67 $417.53 $77,132.15
360 (Final) $1,876.23 $19.97 $0.00

Table based on $300,000 loan at 6.5% fixed for 30 years.

15-Year vs 30-Year: The Amortization Difference

Factor 30-Year Fixed 15-Year Fixed
Loan Amount $300,000 $300,000
Rate 6.5% 5.75%
Monthly Payment $1,896.20 $2,491.23
Total Interest Paid $382,633 $148,421
Interest Savings — $234,212 saved

The Power of Extra Payments

Making just one extra payment per year ($1,896 applied to principal) shortens a 30-year mortgage to approximately 24 years and saves about $46,000 in interest on a $300,000 loan at 6.5%. Making an extra $200/month toward principal: payoff in ~22 years, save ~$72,000. Biweekly payments (paying half the monthly payment every two weeks): you make 26 half-payments = 13 full payments per year, trimming roughly 5-7 years off a 30-year term. The key: extra payments in the early years have the largest impact because they reduce the principal that future interest is calculated on.

Amortization FAQs

Why do I pay so much interest at the beginning?

What's a mortgage recast and how does it differ from refinancing?

Does paying biweekly instead of monthly really work?

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