Transparent amortisation maths.
Repayment mortgages use the standard annuity formula. Interest-only estimates use principal × monthly rate. LTV is loan divided by property price.
Read Casvia methodology →Property / Research Tool
Estimate monthly repayments, total interest and loan-to-value, then compare rate and deposit scenarios with the assumptions shown.
A £300,000 home with a £60,000 deposit means borrowing £240,000 (LTV 80%). At 5% over 25 years, that's £1,403/month — about £180,905 in interest over the term.
| Scenario | Rate | Monthly | Total interest |
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Illustrative scenarios only. Each assumes the selected rate remains constant for the full term.
| Scenario | Deposit | Loan | Monthly | Interest | LTV |
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Deposit scenarios assume the same property price and interest rate.
| Year | Balance | Principal paid | Interest paid |
|---|
Repayment mortgages use the standard annuity formula. Interest-only estimates use principal × monthly rate. LTV is loan divided by property price.
Read Casvia methodology →The calculator does not insert a live lender rate. You choose the rate, and the tool shows the sensitivity of the result.
Enter the property price, deposit, annual interest rate and mortgage term. Casvia calculates the loan amount as property price minus deposit, then applies the standard repayment-mortgage annuity formula or an interest-only calculation depending on the mortgage type selected.
The result shows the estimated monthly payment, loan-to-value, total interest and total repaid. The rate and deposit sensitivity tables are illustrations only and are intended to show how the result changes when one assumption moves.
For a £300,000 property with a £60,000 deposit, the loan is £240,000 and the LTV is 80%. At a fixed 5% rate over 25 years, the repayment estimate is about £1,403 a month, before product fees and any future rate changes.
Continue from repayments to affordability, overpayments or purchase costs.
Estimate borrowing capacity from income, deposit and existing debts.
Open calculator →See how extra payments can reduce interest and shorten the mortgage term.
Open calculator →Estimate SDLT for a residential purchase in England or Northern Ireland.
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