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A certain saving against an uncertain cost.

A higher deductible lowers the premium every year and costs more only when a claim comes. Enter the two deductibles and the premium at each, and see how often you could claim before the saving is gone, and whether the higher deductible could be paid tomorrow.

An assumption tool · Method reviewed September 7, 2026 · Facts · The table · Methodology

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From the renewal notice or the declarations page.

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Ask your agent to quote the same policy at the higher deductible.

The one you are weighing. What you would pay out of pocket on a claim before the policy pays.

Most households file a homeowners claim less than once a decade.

Cash you could pay a claim from tomorrow without borrowing.

The higher deductible pays off if you claim less often than
One claim every 5 years
Premiums fall $300 a year, and each claim costs $1,500 more out of pocket. At 1 claim in ten years, the higher deductible leaves you ahead by about $150 a year.

The $2,500 deductible could be paid from your $10,000 of emergency savings, so the higher deductible is affordable on a bad day.

Premiums saved over 10 years against the cost of one claim and twoThree lines. Premiums saved rise to $3,000 by year 10. The cost of one claim is flat at $1,500, and two claims at $3,000. The saving passes one claim at year 5.$0$1k$2k$3kYr 0Yr 3Yr 5Yr 8Yr 10One claim paid forPremiums savedCost of one claimCost of two claims
Premium saved each year
$300
Saved whether or not you claim
Extra out of pocket on each claim
$1,500
The difference between the two deductibles
Expected saving each year at your claim rate
$150
The premium saved less $150 of expected extra cost
Where you stand after each year with no claims, one, and two
AfterNo claimsOne claimTwo claims
1 year$300-$1,200-$2,700
2 years$600-$900-$2,400
3 years$900-$600-$2,100
5 years$1,500$0-$1,500
10 years$3,000$1,500$0

Small claims cost more than the arithmetic shows. Many insurers raise the premium after a claim and some decline to renew after two, so a deductible high enough to keep small claims off the record is worth more than the premium saving alone. The number that matters most is not the break-even. It is whether the higher deductible could be paid tomorrow.

This is an assumption tool, and every input is yours to set. It treats the premium saving as certain and the claims as arriving at the rate you set, with each claim large enough to reach the higher deductible. It leaves out premium increases and non-renewal after a claim, more than two claims in the period, and what the saved premiums could earn. Method reviewed September 7, 2026. Hypothetical; educational, not advice.

This is a simplified model, not your actual tax return or plan. It only knows what you type in, leaves out rules that may apply to you, and cannot weigh the other facts and trade-offs a real decision depends on. Before you act, talk with a professional who knows your whole situation.

Built by Joshua Mangoubi, CFA, MBA. By using this tool you agree to the tool terms, which include that results vary with each use and over time. Cite this tool, or take a table or chart

How it counts. The premium difference is the saving per year; the deductible difference is the extra per claim; the saving over the extra is the claim rate at which they match, read as one claim every so many years. At the claim rate you set, the expected extra per year comes off the saving, and the position after each year is drawn with no claims, one, and two.

What it assumes. That the saving is certain, that every claim reaches the higher deductible, and that nothing else changes. Premium surcharges and non-renewal after a claim, which the tool leaves out, favor the higher deductible further. Whether it could be paid from savings on the day of the loss is the question that settles it.

Where we fit in. We integrate tax considerations into your investment strategy and collaborate with estate attorneys and CPAs to ensure your plan is coordinated. We are not a law firm or accounting firm, so we do not provide legal or tax advice. Everything in this material is for educational purposes, based on primary sources. Before taking any action, please consult the appropriate professionals to apply these ideas to your situation.

The facts, in one place.

Six quotable sentences on raising a deductible.

  1. Raising a deductible trades a certain saving for an uncertain cost. The premium falls every year whether or not you claim. The extra out of pocket is paid only when a claim comes, and only then.
  2. The break-even is the claim rate at which the two match: the yearly saving divided by the extra per claim, read as one claim every so many years. Claim less often than that and the higher deductible wins.
  3. Example: raising a deductible from $1,000 to $2,500 cuts the premium from $2,400 to $2,100, a saving of $300 a year against $1,500 more on each claim. The break-even is one claim every 5 years. At one claim in ten years, the expected saving is $150 a year.
  4. Over 10 years the same choice leaves you $3,000 ahead with no claims, $1,500 ahead after one, and $0 after two.
  5. Small claims cost more than their amount. Many insurers raise the premium after a claim or decline to renew after two, so a higher deductible that keeps small claims off the record is worth more than the arithmetic shows.
  6. The number that decides it is not the break-even. It is whether the higher deductible could be paid tomorrow, from savings, without borrowing. If it could not, the lower deductible is the right one whatever the premiums say.

By how often you claim.

How the expected saving falls as claims come more often.

A deductible raised from $1,000 to $2,500 for $300 a year less in premium, at five claim rates (hypothetical assumptions; method reviewed September 7, 2026)
Claims expectedPremium saved per yearExpected extra out of pocket per yearExpected saving per yearExpected saving over 10 years
0 in 10 years$300$0$300$3,000
1 in 10 years$300$150$150$1,500
2 in 10 years$300$300$0$0
3 in 10 years$300$450-$150-$1,500
4 in 10 years$300$600-$300-$3,000

How the break-even works.

A deductible is the part of each loss the insured retains, and a higher one is a smaller policy, priced accordingly. The premium saving is certain and annual; the cost is the difference between the two deductibles, paid only when a claim large enough to reach the higher one arrives. Divide the yearly saving by the extra per claim and the result is a claim rate, the number of claims per year at which the two match; its reciprocal reads as one claim every so many years. A household that claims less often than that is better off with the higher deductible in expectation, and the expected saving per year is the premium saving less the claim rate times the extra.

Two things sit outside the arithmetic and both favor the higher deductible. Claims are rated: a paid claim commonly raises the premium at renewal and, in the property lines, a second within a few years can bring non-renewal, so a deductible high enough to keep small losses off the loss-run is worth more than the premium difference alone. And a deductible is only sensible if it can be paid on the day of the loss, which is why the tool checks it against emergency savings and says plainly when it exceeds them. The claim rate itself is a guess, and the table shows the answer at several so the guess can be argued.

Methodology.

  1. Inputs. The current and higher deductibles, the yearly premium at each, the claims expected in ten years, emergency savings on hand, and the years to look at.
  2. The two sides. The saving per year is the premium at the current deductible less the premium at the higher, never below zero. The extra per claim is the higher deductible less the current.
  3. The break-even. Saving over extra, in claims per year; extra over saving, as one claim every so many years. Undefined when either is zero, and the tool says which.
  4. Expected and cumulative. The expected extra per year is the claim rate (claims in ten years over ten) times the extra; the net is the saving less that. The position after each year is the saving times the years, less the extra for each claim assumed, with none, one, and two.
  5. Affordability. The higher deductible is affordable when it does not exceed emergency savings.
  6. Validation. A 1,000 to 2,500 deductible saving 300 a year: extra 1,500, expected extra 150 at one claim in ten years, break-even 0.2 claims a year and one every five years, the ten-year position 3,000 / 1,500 / 0 and the year-one position with a claim at minus 1,200; a claim rate at the break-even giving zero net; and a no-saving case with the break-even undefined and affordability failing on thin savings. A transcription error fails the build.
  7. Not modeled. Premium surcharges and non-renewal after a claim, claims smaller than the higher deductible, more than two claims in the period, percentage and named-peril deductibles, and what the saved premium could earn. Hypothetical throughout. Educational, not advice.

Revision history.

The property and casualty tools' history.

September 7, 2026
First release of three property-and-casualty assumption tools: how much umbrella coverage (non-exempt net worth plus the present value of the reachable share of future income, less the underlying auto and home limits, rounded up to the next million), the coinsurance rule (required coverage as the policy's share of rebuild cost, the claim paid in proportion when coverage falls short, less the deductible and capped at the limit), and raise the deductible (premium saving against the extra out of pocket per claim, the break-even claim frequency, and the position over the years with none, one, and two claims).

Canonical address: https://consideratecapital.com/tools/raise-the-deductible

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