The Loss Ratio: How Much of Your Premium Actually Pays Claims
The loss ratio measures the most fundamental thing about an insurance business: is it charging enough for the risk it takes on?
Loss Ratio = (Claims Incurred ÷ Premiums Earned) × 100
A 70% loss ratio means the insurer pays 70p of every £1 in premium toward claims. The leftover 30p covers everything else — salaries, IT, compliance, commission, and profit.
In the UK general insurance market, loss ratios cluster between 50% and 80%, according to data from the Association of British Insurers. But the range by line of business is enormous.
Motor insurance runs hot. UK motor loss ratios routinely sit above 70%, sometimes spiking past 85% in years with bad weather or aggressive claims inflation. The Office for National Statistics reported motor insurance premiums up 18% year-on-year in early 2025 — a direct response to loss ratios that had been running unsustainably high.
Household buildings insurance tells the opposite story. In a benign year with no major storms or floods, loss ratios can dip below 45%. Then a single event — Storm Arwen in 2021, or the 2023/24 winter floods — pushes the figure above 80%. This is the nature of property insurance: long periods of calm punctuated by catastrophe.
A steadily rising loss ratio is the canary in the coal mine. It means either claims are getting more expensive faster than premiums are rising, or the pricing team is getting complacent. Either way, policyholders eventually pay.
But loss ratios can't be read in isolation from the interest rate environment. When the Bank of England base rate was 0.10% — where it sat for much of 2020 and 2021 — an insurer with a 102% combined ratio was in genuine trouble. Investment income on the premium float was negligible. Today, at 3.75%, the same 102% ratio is uncomfortable but survivable — a £3 billion float earning 4.5% throws off £135 million a year, enough to plug a 2% underwriting gap on a £1.5 billion book. This is why insurance analysts obsess over both the ratios and the rate environment simultaneously.