Fixed vs Variable Mortgage Rate Calculator
Cost comparison fixed vs variable mortgage.
Compare the simplified interest cost of a fixed versus variable mortgage rate over the fixed period, to see which is cheaper at today's rates.
What this tool does
This calculator gives a simplified, like-for-like comparison of a fixed-rate mortgage against a variable-rate mortgage over the fixed period, using today's rates. It takes your mortgage balance, the fixed rate offered, the current variable rate, and the length of the fixed period, then estimates a simplified interest figure for each path so you can see which is cheaper at current rates. The fixed rate and the current variable rate are the primary drivers. A common use is comparing a 5-year fixed offer against staying on a variable rate. This is a simplified model: it applies a flat interest figure to the full balance rather than a real amortising schedule, and it holds the variable rate constant, so it is a snapshot at today's rates, not a forecast. It does not compute a break-even rate or model how a variable rate might rise. Results are for educational illustration only; for real repayment figures, an amortising mortgage calculator is the better fit.
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Formula Used
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Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Choosing between a fixed and a variable mortgage rate comes down to the gap between the two rates and how comfortable you are with the variable rate moving. A fixed rate gives payment certainty, usually at a slight premium; a variable rate can be cheaper today but can rise later. This tool shows a simplified, like-for-like cost comparison at today's rates, and it does not predict where the variable rate goes next.
A worked example
With the defaults (mortgage balance 200,000, fixed rate 5.5%, current variable rate 5%, fixed period 5 years), the tool returns Variable, because 5% is below 5.5% and the model holds both rates constant. Adjust any input and the result updates as you type, with no submit button.
What moves the result
The result responds to Mortgage Balance, Fixed Rate, Current Variable Rate, and Fixed Period. Because both paths use the same balance and period, the cheaper one is simply whichever rate is lower. Flipping the two rates past each other shows the winner switch.
The formula behind this
This is a deliberately simplified figure: balance times rate times the fixed-period years, applied to the full balance. It is not a real amortising schedule, so the interest numbers run higher than an actual mortgage, where the balance falls each month. The figure is useful for comparing two rates side by side, not for quoting a real interest total. Everything the calculator does is shown in the formula box below.
Why the variable rate is held constant
The model keeps the variable rate fixed at the value entered, so it reflects today's rates only. That means it cannot show a break-even point (the rate rise at which a variable deal would end up costing more than the fixed one), because that needs an assumption about how the variable rate changes over time. The figure is best read as a snapshot of the current spread, not a forecast.
What this doesn't capture
The figure leaves out the things that make a real mortgage cost what it does: monthly amortisation of the balance, arrangement and valuation fees, insurance, early-repayment charges, and any rise or fall in the variable rate over the period. For real repayment figures, an amortising mortgage calculator is the better fit; this tool is for a quick read on which current rate is lower.
Comparing a 5.5 fixed rate against a 5 variable rate on £200,000 shows Variable is cheaper at today's rates.
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
A deliberately simplified comparison: each path's interest is estimated as balance times rate times the fixed-period years, a flat figure on the full balance rather than a real amortising schedule, so the absolute numbers run higher than a true mortgage. The variable rate is held constant, so the result is a snapshot at today's rates, not a forecast. The path with the lower current rate is named as cheaper. The model does not compute a break-even rate or account for fees, and is best read alongside an amortising mortgage calculator.
Frequently Asked Questions
How do you choose fixed or variable?
How long to fix?
What about caps?
Future rate expectations?
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