Mortgage Overpayment Calculator
✓ Verified for 2026/27Mortgage Details
Overpayment Details
Interest Comparison
How We Calculated This
- Establish Your Baseline Mortgage Profile: Input your current outstanding mortgage balance, the remaining term in years and months, your current annual interest rate, and your standard monthly repayment amount.
- Define Your Overpayment Strategy: Choose between a regular monthly overpayment (adding a fixed amount to your payment each month) or a one-off lump sum overpayment (such as paying £10,000 from savings or a bonus).
- Calculate Monthly Principal Reduction: Standard repayments are split between paying interest and reducing the principal. When you make an overpayment, 100% of the overpayment goes directly towards reducing the outstanding principal balance, skipping interest charges.
- Project Compounding Interest Savings: Because the outstanding principal balance is reduced faster, the interest charged in the following month (calculated as balance multiplied by monthly interest rate) is lower. This compounding effect saves you significant interest over the life of the mortgage.
- Simulate Term Reduction: Run a month-by-month simulation of the mortgage balance. Continue applying the standard monthly payment plus the overpayment until the balance reaches zero. Calculate the number of months saved by comparing the overpayment payoff date against the original term.
- Check for Early Repayment Charges (ERCs): Assess if your overpayments exceed the lender's limits. Most UK lenders allow you to overpay up to 10% of your outstanding mortgage balance each year without penalty. Exceeding this limit triggers ERCs, which can negate the interest savings.
Real-World Examples
This scenario details the exact step-by-step mathematical savings for a homeowner with a £200,000 outstanding balance at 4.5% interest and 25 years remaining, overpaying £200.00 every month.
Step 1: Baseline Mortgage: Balance = £200,000.00; Term = 25 Years; Payment = £1,111.43/month
Step 2: Add Monthly Overpayment = £200.00 (Total Monthly Payment = £1,311.43)
Step 3: Run Payoff Simulation:
- Month 1: Interest = £200,000.00 * (0.045 / 12) = £750.00
Standard Principal Paid = £1,111.43 - £750.00 = £361.43
Overpayment Principal Paid = £200.00
Total Balance Reduction = £361.43 + £200.00 = £561.43
Ending Balance Month 1 = £199,438.57
- Month 2: Interest = £199,438.57 * 0.00375 = £747.89 (already saving £2.11 in Month 2 interest)
Step 4: Calculate Cumulative Savings at Year 25:
- Mortgage paid off in full after 19 Years and 8 Months.
- Term Reduction = 5 Years and 4 Months saved.
- Total Interest Paid with overpayment = £109,720.00
- Total Interest Paid without overpayment = £133,429.00
- Net Interest Saved = £23,709.00This scenario details the savings generated by making a single one-off lump sum overpayment of £15,000.00 at the start of the mortgage, assuming the same £200,000.00 balance at 4.5% interest.
Step 1: Baseline Mortgage: Balance = £200,000.00; Term = 25 Years; Payment = £1,111.43/month
Step 2: Apply Lump Sum Overpayment at Month 1 = £15,000.00
New Starting Balance Month 2 = £185,000.00 (less Month 1 principal reduction)
Step 3: Run Payoff Simulation with standard monthly payments continuing:
- Mortgage paid off in full after 22 Years and 5 Months.
- Term Reduction = 2 Years and 7 Months saved.
- Total Interest Saved = £19,842.00
(Making a lump sum early has a powerful compounding effect because it reduces interest charges from day one.)