Amortization Calculator
Generate a loan amortisation schedule with payment frequency, principal versus interest breakdown, payoff time, and optional extra payments.
Loan Details
Enter your loan terms to generate the schedule.
Payment Summary
Monthly Payment
GBP 1,419.47
A GBP 250,000.00 loan at 5.5% over 30 years requires a monthly payment of GBP 1,419.47.
Total Interest
GBP 261,010.10
Total Paid
GBP 511,010.10
Payoff Time
30.1 yrs
Total Payments
361
Balance Over Time
Payment Breakdown
Amortization Schedule
| Year | Total Payment | Principal | Interest | Remaining Balance |
|---|---|---|---|---|
| 1 | GBP 17,033.67 | GBP 3,367.72 | GBP 13,665.95 | GBP 246,632.28 |
| 2 | GBP 17,033.67 | GBP 3,557.69 | GBP 13,475.98 | GBP 243,074.59 |
| 3 | GBP 17,033.67 | GBP 3,758.37 | GBP 13,275.30 | GBP 239,316.22 |
| 4 | GBP 17,033.67 | GBP 3,970.37 | GBP 13,063.30 | GBP 235,345.84 |
| 5 | GBP 17,033.67 | GBP 4,194.33 | GBP 12,839.34 | GBP 231,151.51 |
| 6 | GBP 17,033.67 | GBP 4,430.93 | GBP 12,602.74 | GBP 226,720.58 |
| 7 | GBP 17,033.67 | GBP 4,680.87 | GBP 12,352.80 | GBP 222,039.72 |
| 8 | GBP 17,033.67 | GBP 4,944.90 | GBP 12,088.77 | GBP 217,094.81 |
| 9 | GBP 17,033.67 | GBP 5,223.83 | GBP 11,809.84 | GBP 211,870.98 |
| 10 | GBP 17,033.67 | GBP 5,518.50 | GBP 11,515.17 | GBP 206,352.48 |
| 11 | GBP 17,033.67 | GBP 5,829.79 | GBP 11,203.88 | GBP 200,522.69 |
| 12 | GBP 17,033.67 | GBP 6,158.63 | GBP 10,875.04 | GBP 194,364.06 |
| 13 | GBP 17,033.67 | GBP 6,506.03 | GBP 10,527.64 | GBP 187,858.03 |
| 14 | GBP 17,033.67 | GBP 6,873.02 | GBP 10,160.65 | GBP 180,985.01 |
| 15 | GBP 17,033.67 | GBP 7,260.71 | GBP 9,772.96 | GBP 173,724.30 |
| 16 | GBP 17,033.67 | GBP 7,670.27 | GBP 9,363.40 | GBP 166,054.03 |
| 17 | GBP 17,033.67 | GBP 8,102.94 | GBP 8,930.73 | GBP 157,951.09 |
| 18 | GBP 17,033.67 | GBP 8,560.01 | GBP 8,473.66 | GBP 149,391.08 |
| 19 | GBP 17,033.67 | GBP 9,042.86 | GBP 7,990.81 | GBP 140,348.23 |
| 20 | GBP 17,033.67 | GBP 9,552.95 | GBP 7,480.72 | GBP 130,795.28 |
| 21 | GBP 17,033.67 | GBP 10,091.81 | GBP 6,941.86 | GBP 120,703.47 |
| 22 | GBP 17,033.67 | GBP 10,661.06 | GBP 6,372.61 | GBP 110,042.41 |
| 23 | GBP 17,033.67 | GBP 11,262.43 | GBP 5,771.24 | GBP 98,779.98 |
| 24 | GBP 17,033.67 | GBP 11,897.72 | GBP 5,135.95 | GBP 86,882.26 |
| 25 | GBP 17,033.67 | GBP 12,568.85 | GBP 4,464.82 | GBP 74,313.41 |
| 26 | GBP 17,033.67 | GBP 13,277.83 | GBP 3,755.84 | GBP 61,035.58 |
| 27 | GBP 17,033.67 | GBP 14,026.80 | GBP 3,006.87 | GBP 47,008.78 |
| 28 | GBP 17,033.67 | GBP 14,818.02 | GBP 2,215.65 | GBP 32,190.76 |
| 29 | GBP 17,033.67 | GBP 15,653.88 | GBP 1,379.79 | GBP 16,536.88 |
| 30 | GBP 17,033.67 | GBP 16,536.88 | GBP 496.79 | GBP 0.00 |
About This Amortization Calculator
An amortisation schedule shows how each loan payment is split between interest and principal, and how the balance falls over time. The total payment may look steady, but the interest portion is usually highest early in the loan when the balance is largest.
This amortization calculator can model fixed-rate loans using a loan amount, interest rate, term, and payment frequency. Use Standard for a term in years, By Months for a precise number of months, or Extra Pay to test an additional payment each period.
The calculator shows the regular payment, total interest, total paid, payoff time, number of payments, balance-over-time chart, yearly schedule, and an optional full payment schedule. It does not calculate APR from fees, mortgage escrow, taxes, insurance, or variable-rate changes.
Amortization Example
Suppose you borrow GBP 250,000 over 25 years at 5% interest. The monthly payment is about GBP 1,462 before any fees or insurance. In the first month, more than GBP 1,040 of that payment is interest and only about GBP 420 reduces the loan balance.
Later in the schedule, the balance is lower, so the interest portion shrinks and more of each payment goes toward principal. That is why a loan can feel slow to move at the beginning even when every payment is made on time.
If you add GBP 100 extra per month, that extra money goes directly against principal. The saving is not just the GBP 100 itself; it also avoids future interest on the amount you paid down early.
Why the Schedule Matters
The headline payment only tells you what leaves your account each month. The amortization schedule shows the full cost of borrowing, when your balance falls, and how much interest you are likely to pay if you keep the loan unchanged.
This is useful when comparing loan offers. A slightly lower rate can save a large amount over a long term, while a longer term can make the payment look affordable but increase total interest.
Extra Payments and Payment Frequency
Extra payments reduce principal sooner, which can reduce future interest and shorten the payoff time. The effect is easiest to see in the Extra Pay tab because the calculator compares the schedule with and without the added amount.
Changing payment frequency also changes the schedule. Monthly, biweekly, and weekly options create different numbers of payments per year, so compare them only when the payment pattern matches how the loan would actually be serviced.
Reading the result with real-world context
The schedule shows how each payment is split between principal and interest as the balance falls.
Early payments often contain more interest because the outstanding balance is still high.
Extra payments reduce principal sooner, which can reduce future interest and shorten the payoff time.
The calculator does not include APR from fees, tax, insurance, escrow, variable-rate changes, or lender-specific rounding.
Common mistakes to avoid
Using the schedule as an APR calculator when upfront fees are important.
Comparing payment frequencies without matching the real payment arrangement.
Assuming extra payments are allowed without checking early repayment limits or lender rules.
How to combine this with related calculators
Start with the amortisation schedule here, then open apr when upfront fees matter, loan when you need max-loan or implied-rate modes, or loan payment for a quicker payment estimate.
Reuse the same loan amount, annual rate, term, and payment frequency across tools so comparisons stay fair.
If two tools disagree, check whether one includes fees, repayment timing, rounding, or a full payment schedule that the other omits.
When to revisit the numbers
Rerun the schedule when the loan amount, rate, term, payment frequency, or extra payment changes.
Review again before making extra payments so you can compare interest saved with any early repayment charge.
Keep a copy of the assumptions because real lender statements may use exact payment dates, daily interest, or rounding rules.
How to Use This Calculator
- 1
Enter your loan details
Input the loan amount, annual interest rate, and loan term in years. These three numbers define your entire loan structure.
- 2
Choose payment frequency
Select monthly (most common), biweekly, or weekly. Biweekly payments result in one extra full payment per year, significantly reducing your total interest on long-term loans.
- 3
Model extra payments (optional)
Switch to the Extra Pay tab and enter an additional amount to pay each period. The calculator will show you exactly how much interest you save and how many years sooner you'll be debt-free.
- 4
Review the amortization schedule
Toggle between the Yearly view (one row per year) and Full Schedule (every single payment). Notice how early payments are mostly interest - this shifts gradually toward principal over the loan term.
Frequently Asked Questions
What exactly is an amortization schedule?
An amortization schedule is a complete table of every loan payment, broken down into principal and interest portions. It shows exactly how your loan balance reduces with each payment and how much of each payment goes toward reducing the actual debt versus paying the lender's interest.
Why do early payments include so much more interest?
Because interest is calculated on your remaining balance. Early in the loan, you owe the most, so you pay the most interest. As the balance drops, the interest portion shrinks and the principal portion grows - even though the total payment stays the same. This is called amortization.
How do I calculate amortized loan payments manually?
The formula is: M = P × [r(1+r)^n] / [(1+r)^n - 1], where P is the loan amount, r is the monthly interest rate (annual rate ÷ 12 ÷ 100), and n is the number of monthly payments. This calculator does this automatically and generates the full schedule.
Can I use this for both mortgages and personal loans?
Yes, for fixed-rate repayment loans where the payment follows a standard amortisation pattern. It can be used for mortgages, personal loans, car loans, and business loans, but it does not include mortgage taxes, insurance, lender fees, or variable-rate changes.
What is the difference between a loan calculator and an amortization calculator?
A basic loan calculator tells you your monthly payment. An amortization calculator goes further - it shows you a payment-by-payment breakdown of exactly how much of each payment goes to principal versus interest, and how your balance reduces over time.
Do extra payments really make a big difference?
Yes - dramatically so. Extra payments go 100% toward reducing your principal balance, which permanently reduces the future interest that balance would have generated. Even a small extra monthly payment on a 30-year mortgage can save tens of thousands in interest and shave years off the term. Use the Extra Pay tab to model the exact impact.
Is the Amortization Calculator financial advice?
No. It is a general planning estimate based on the values you enter. Confirm important borrowing, investing, tax, or property decisions with qualified professionals and official terms from lenders or providers.
How often should I update my inputs?
Update when rates, income, prices, rent, contributions, or goals change materially. For most household finance decisions, reviewing every few months or after a major change is enough.
Why might this differ from my lender statement?
A lender statement may include exact payment dates, daily interest rules, fees, rate changes, rounding rules, or early repayment limits. This calculator uses the amount, rate, term, frequency, and extra-payment assumptions you enter.
