Mortgage Overpayment vs Invest Calculator
Should you overpay mortgage or invest the difference.
Compare mortgage overpayment vs investing extra money — see which produces the better long-term financial outcome at your rates.
What this tool does
This calculator models two alternative uses for a fixed monthly sum: overpaying a mortgage or investing it elsewhere. It estimates the outcome of each path by compounding the monthly amount at the mortgage rate on one side and the expected investment return on the other, over your chosen timeframe. The result shows which path ends higher, in your currency. Your mortgage rate, expected investment return, monthly amount, and time horizon are the primary drivers. A common scenario compares overpaying a home loan against investing in a diversified portfolio. The calculation assumes consistent monthly contributions and stable rates, and it does not account for tax, transaction costs, inflation, or a mortgage that clears before the horizon ends. Results are illustrative approximations for educational purposes and reflect only the inputs entered, not a complete financial picture.
Enter Values
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Formula Used
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Calculations or display — let us know.
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Mortgage overpayment vs investing comes down to rate vs expected investment return. If mortgage rate (after tax benefits) exceeds expected investment return, overpay wins. If investment return higher, invest. Risk-adjusted comparison matters too — mortgage overpayment carries less uncertainty.
What the result means
Better option for the inputs. Real-world consideration: mortgage overpayment certain return, investment return uncertain. Risk-adjusted, mortgage often wins even at slightly lower 'return'.
Run it with sensible defaults
Using mortgage rate of 5%, expected investment return of 7%, monthly extra amount of 300, time horizon of 15, the calculation works out to Invest. The defaults are meant as a starting point, not a recommendation.
The levers in this calculation
The inputs — Mortgage Rate, Expected Investment Return, Monthly Extra Amount, and Time Horizon — do not pull with equal force. The rate and the time horizon usually dominate — compounding means a small change in either reshapes the final figure more than a similar shift in contribution size. Test this by doubling one input at a time.
How the math works
Each side is a future value of a monthly annuity. The monthly amount is compounded at its own rate over the horizon: the overpayment side at the mortgage rate (the interest avoided), the investment side at the expected return. The two totals are then compared, and the higher one is named as the better option for the inputs. Because both sides use the same contribution and horizon, the winner is whichever rate is higher.
Why this matters
The choice between overpaying a mortgage and investing the same money usually turns on a single number: the gap between the mortgage rate and the expected investment return. A spread of two or three percentage points, compounded over fifteen years, can amount to tens of thousands. Seeing the two totals side by side shows how sensitive the outcome is to that spread and to the horizon.
What this doesn't capture
This is a rate-and-compounding comparison, not a full mortgage model. It does not ask for the loan balance or remaining term, so it assumes the mortgage is large enough and runs long enough to absorb every overpayment across the horizon. If the loan would clear before the horizon ends, the overpayment figure is overstated, because later payments would have no balance left to reduce. The comparison also leaves out tax on investment returns, the volatility of real investments (the expected return is treated as smooth), transaction costs, and inflation.
Investing £300 monthly over 15 years at 7% return versus overpaying a 5% mortgage results in Invest.
Inputs
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
Each option is modelled as a future value of a monthly annuity: the monthly amount is compounded at its own rate over the horizon. The overpayment side compounds at the mortgage rate (the interest avoided by paying the loan down), and the investment side compounds at the expected return. The headline result names whichever side ends higher, which for equal contributions and horizon is simply whichever rate is higher. The overpayment figure assumes the mortgage balance and remaining term are large enough to absorb every overpayment across the full horizon; if the loan clears earlier, that figure overstates the overpayment benefit because later payments would have no balance left to reduce. The comparison excludes tax on investment returns, investment volatility, transaction costs, and inflation.
Frequently Asked Questions
Is the math really that simple?
What about emotional benefit?
Can I do both?
Risk consideration?
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