Understanding loan amortisation
You borrow a fixed sum, agree a rate, and pay the same amount every month until it's gone. Simple on the surface — but where each payment actually goes changes dramatically over the life of the loan. That process is called amortisation.
Every payment has two parts
Each monthly payment is split between interest (the cost of borrowing) and principal (paying down what you owe). Interest is charged on the balance that remains — so when the balance is large, most of your payment goes to interest.
Why early payments feel like they do nothing
At the start, the balance is at its highest, so interest eats the biggest share and only a sliver reduces the principal. As the balance shrinks, less interest is charged, so more of each fixed payment attacks the principal. The effect snowballs — the loan clears slowly at first, then faster near the end.
You can watch this split in real time with our Loan Calculator, which shows total interest and the principal-versus-interest breakdown.
How to pay less overall
Two levers matter most. A shorter term raises the monthly payment but slashes total interest. Overpaying, even a little, goes straight to principal and shortens the loan — check for early-repayment charges first. A lower rate helps too, which is why comparing offers by APR pays off.
The takeaway
Amortisation isn't a trick — it's just interest charged on a falling balance. Once you can see the split, you can make smarter choices about term length and overpayments, and know exactly what a loan will cost before you sign.
Why early payments are almost all interest
Each payment on an amortising loan is split between interest and principal, but the split is not fixed. Interest is charged on whatever you still owe, so at the start — when the balance is at its largest — interest takes most of the payment and only a sliver reduces the debt. As the balance falls the interest charge falls with it, and a progressively larger share of an unchanged payment goes to principal.
On a 25-year mortgage at typical rates, the first payment can be four-fifths interest. The crossover point where principal finally exceeds interest often does not arrive until well past the halfway mark of the term. This is why a loan five years in has usually reduced its balance by far less than the borrower expects, and why the early years feel like running to stand still.
What the formula is doing
The standard payment formula solves a single question: what constant amount, paid every period, exactly clears the balance and its accruing interest by the final payment? Every payment is identical, which is the point — predictability is the product being sold — and the varying split between interest and principal is what makes a constant payment arrive at zero on schedule.
The monthly rate is the annual rate divided by twelve, and the number of periods is the years multiplied by twelve. Both look trivial and both are where errors enter: using an annual rate with monthly periods overstates the payment enormously, and it is the single most common mistake when people build their own amortisation spreadsheet.
Why term matters more than most borrowers think
Extending a term lowers the monthly payment and raises the total cost, and the trade is steeper than intuition suggests. Stretching a mortgage from 25 to 35 years might cut the monthly figure by a fifth while adding well over half again to the interest paid across the life of the loan. The monthly saving is visible every month; the total cost is visible only at the end.
Running the same loan at several terms side by side is the clearest way to see the trade-off, because the two numbers move in opposite directions and neither alone tells you enough. The right answer depends on whether monthly affordability or lifetime cost is your binding constraint — but it should be a decision, not an accident.
Overpayments and when they work hardest
An overpayment goes entirely against principal, so it removes not just that amount of debt but all the future interest that amount would have accrued for the rest of the term. That makes timing decisive. A payment made in year two of a 25-year loan removes twenty-three years of compounding interest; the same amount in year twenty-three removes almost none.
Two practical cautions. Check for early repayment charges, which are common on fixed-rate deals and can exceed the interest saved. And confirm the lender applies the overpayment to reduce the term rather than the monthly payment — reducing the payment keeps you on the original schedule and gives back much of the benefit.
What an amortisation schedule tells you that a payment figure cannot
The monthly payment answers whether you can afford the loan. The schedule answers what the loan actually costs you and when. It shows the total interest, the balance at any point, the effect of a lump sum in a specific month, and how much equity you will hold at the moment you are likely to move or refinance.
That last figure matters more than it appears. Most borrowers do not hold a loan to term — they sell, remortgage or move. What the balance will be at year five is often a more relevant number than what the total interest would be over twenty-five years you will never complete.
Common questions
Why does so little of my early payment reduce the balance?
Because interest is charged on what you still owe, and early on that is nearly the whole loan. On a £20,000 loan at 6.5% over five years the first payment is £391.32, of which about £108 is interest — and by the final payment interest is close to £2. The payment never changes; its composition does.
Is it worth overpaying a loan early rather than late?
Much more so. An overpayment reduces the balance every future interest charge is calculated on, so the earlier it lands the more charges it removes. The same £1,000 paid in year one saves several times what it saves in the final year.
Does a longer term make a loan cheaper?
Only monthly. A longer term lowers the payment and raises the total, because you are borrowing the same money for longer. Lenders will often approve the longer term on affordability grounds, which is exactly why the total is worth checking yourself.
Worked loan repayments
The same maths, already worked through for the amounts people ask about most.
Calculators from this article
Every tool referenced above, in one place.