Worked example
Repay over three years
£10,000 borrowed · 8.9% APR · 3 years
£316
illustrative monthly repayment
- Total repayable
- £11,374
- Total interest
- £1,374
- Loan term
- 3 years
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https://www.kandoo.co.uk/calculators/loan-calculator
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Estimate monthly repayments, total repayable and total interest for a fixed-rate loan.
Estimate only. Uses the APR entered, equal monthly payments starting one month after borrowing and no extra fees. Actual repayments depend on payment dates, fees, credit status and lender terms.
Estimated monthly repayment
£0
Explore the relationship between the amount borrowed, a repayment term and monthly cost. Check both the monthly payment and the total interest before comparing actual offers.
Compare scenarios by changing one input at a time. The glossary explains the technical words used on this page.
This is an APR-based illustration assuming no additional fees and equal monthly payment intervals. Actual quotes can differ because of payment dates, fees, rounding and agreement terms. It is not an offer or an eligibility check.
The tool converts the entered APR into an equivalent monthly rate for a loan with no additional fees. It then uses amortisation: equal monthly payments cover interest and gradually repay the amount borrowed.
r = (1 + APR ÷ 100)1/12 − 1
M = P × r ÷ (1 − (1 + r)−n)APR is the entered annual percentage rate, r is its equivalent monthly rate under this no-fee model, P is the loan, n is the number of monthly payments and M is the monthly repayment. The power 1/12 finds the monthly rate that compounds to the entered annual rate. The power −n discounts payments across the term. At 0%, M = P ÷ n.
Both examples borrow £10,000 at an illustrative 8.9% APR with no additional fees. Compare three years with five years, assuming equal month-end repayments.
Worked example
£10,000 borrowed · 8.9% APR · 3 years
£316
illustrative monthly repayment
Worked example
£10,000 borrowed · 8.9% APR · 5 years
£205
illustrative monthly repayment
Begin with £10,000, then change one input at a time. Each row uses the stated APR with no additional fees and equal monthly payment intervals.
On a small screen, swipe the table sideways to see every figure.
| Scenario | Inputs and assumptions | Estimated monthly repayment | Total repayable | Total interest |
|---|---|---|---|---|
| A · Starting point | £10,000 borrowed · 8.9% APR · 5 years | £205 | £12,326 | £2,326 |
| B · Borrow £15,000 | £15,000 borrowed · 8.9% APR · 5 years | £308 | £18,489 | £3,489 |
| C · B over three years | £15,000 borrowed · 8.9% APR · 3 years | £474 | £17,061 | £2,061 |
| D · C at 12.9% | £15,000 borrowed · 12.9% APR · 3 years | £500 | £17,986 | £2,986 |
Borrowing more raises payments at the same rate and term. Shortening the term raises the monthly commitment but reduces total interest at a positive rate. A higher rate adds cost even when the amount and term do not change.
Examples use the stated assumptions and the calculator’s rounding. They are illustrations, not product offers, personalised recommendations or guarantees.
Plain-English definitions of the finance, calculation and technical terms used on this page. Dotted links take you directly to the relevant definition.
Not necessarily. It converts APR into monthly repayments for a no-fee schedule with equal monthly intervals. A provider’s exact payment dates, charges and rounding can produce different figures. Compare the provider’s own repayment schedule and total repayable.
It reduces the monthly payment in this model but increases total interest at the same positive APR. Compare both figures.
There is no separate fee input or fee addition. APR can include compulsory charges, but the tool assumes a no-fee repayment schedule and cannot recover a provider’s fee structure from APR alone.
The tool does not check income, spending, credit history or lender requirements. It cannot confirm eligibility.
It models regular capital-and-interest repayments with no final balloon payment. Other repayment structures and variable rates need their own assumptions.
Use an illustration to explore a manageable budget, then compare the provider’s actual monthly repayments, APR, fees and total repayable.
About this explanation. The methodology describes this calculator. Worked examples were checked against its calculation and an independent calculation. This is general information, not a professional recommendation or formal compliance approval.
Further reading from MoneyHelper and government sources: