2.3 Coinsurance and the Coinsurance Formula
Key Takeaways
- Coinsurance forces insurance-to-value by requiring a limit equal to a stated percentage (often 80%) of value at the time of loss.
- Loss Payment = (Limit Carried ÷ Limit Required) × Loss − Deductible, where Required = Value × Coinsurance %.
- A coinsurance factor of 1.0 or more means no penalty; less than 1.0 means the insured shares the loss.
- Coinsurance penalizes only PARTIAL losses; total losses pay the limit.
- Agreed value, inflation guard, and blanket coverage help avoid or suspend the penalty.
Why Coinsurance Exists
Most property losses are partial, not total. If insureds could buy small limits cheaply and still collect on every small fire, they would systematically under-insure. The coinsurance clause is the insurer's tool to force insurance-to-value: it requires the insured to carry a limit equal to a stated percentage of the property's value (commonly 80%, but 90% or 100% are also used) at the time of loss. Carry less, and the insured becomes a co-insurer of every partial loss and is penalized.
Coinsurance applies to partial losses only. On a total loss, the policy limit is paid (subject to the limit and valuation), so the penalty math does not bite. This is a frequent trap.
The Coinsurance Formula
The payable amount on a partial loss is:
Loss Payment = (Limit Carried ÷ Limit Required) × Loss − Deductible
where Limit Required = Property Value × Coinsurance %.
The ratio (Carried ÷ Required) is sometimes called the coinsurance factor. If it is 1.0 or greater, no penalty — the loss is paid in full up to the limit. If it is less than 1.0, the insured eats the shortfall. The result is capped at the policy limit and never exceeds the actual loss.
Worked Example — The 80% Clause
A building is worth $500,000. The policy carries an 80% coinsurance clause and a limit of $300,000. A fire causes a $100,000 loss. Deductible is $1,000.
- Limit Required = $500,000 × 0.80 = $400,000
- Coinsurance factor = $300,000 ÷ $400,000 = 0.75
- Indicated payment = 0.75 × $100,000 = $75,000
- Less deductible = $75,000 − $1,000 = $74,000
The insured carried only 75% of the required limit, so they recover only 75% of the loss and personally absorb the remaining $25,000 (plus deductible). Had they carried at least $400,000, the factor would be ≥1.0 and the full $100,000 (less deductible) would be paid.
A warehouse valued at $1,000,000 carries a 90% coinsurance clause. The insured buys a $630,000 limit. A $200,000 partial loss occurs (ignore deductible). How much does the insurer pay?
Avoiding and Suspending the Penalty
Three common ways the coinsurance penalty is neutralized:
- Agreed Value option — the insurer waives coinsurance when the insured files a statement of values and carries the agreed limit; the clause is suspended for the policy term.
- Inflation guard — automatically increases the limit during the term to keep pace with rising replacement costs, helping the insured stay above the required percentage.
- Blanket coverage — one limit covers multiple locations/items, smoothing value swings; a margin clause may cap the per-location payout.
Trap: Coinsurance is checked using the property's value at the time of loss, not the value when the policy was written. Rapid appreciation can silently push an insured below 80% even if they were compliant at inception.
When does the coinsurance penalty NOT reduce a property claim payment?
Coinsurance vs. the Deductible Order of Operations
A recurring exam trap is the sequence of the math. Always apply the coinsurance factor to the loss first, then subtract the deductible — never the reverse. Subtracting the deductible before applying the penalty understates the insured's recovery. Likewise, the answer is capped at the policy limit and can never exceed the actual loss. Write the four steps in order on scratch paper: (1) Required limit, (2) factor = carried ÷ required, (3) factor × loss, (4) minus deductible, capped at limit.
Coinsurance on Multiple Items and a Second Worked Case
When separate limits apply to separate items, the coinsurance test is run item by item unless the policy is written blanket (one limit over all). A building worth $800,000 carries 90% coinsurance and a $540,000 limit; a $120,000 partial loss occurs with a $2,500 deductible. Required = $720,000; factor = 540,000 ÷ 720,000 = 0.75; indicated = 0.75 × 120,000 = $90,000; less deductible = $87,500. The 25% shortfall in insurance-to-value cost the insured $30,000 of recovery before the deductible.
Why 80% Is the Standard Threshold
Insurers set the typical coinsurance requirement at 80% because most losses are partial; requiring full insurance-to-value would overcharge for the rare total loss. At 80%, the rate adequately funds the pool of partial losses. Higher percentages (90%, 100%) earn a lower rate per $100 of coverage because the insurer collects premium on more of the true value. The exam may ask which arrangement yields the lowest rate: the answer is the highest coinsurance percentage, since the insured is buying closer to full value.
All else equal, which coinsurance percentage produces the LOWEST rate per $100 of coverage for the insured?
Inflation Guard, Agreed Value, and Blanket Mechanics
Three tools keep insureds compliant. Inflation guard automatically raises the limit during the term to track rising rebuild costs. The agreed-value option suspends coinsurance entirely when the insured files a statement of values and carries the agreed limit. Blanket coverage spreads one limit across several buildings or items, smoothing valuation swings, though a margin clause may cap any single location's payout at a stated percentage of its reported value. Remember the penalty is measured against value at the time of loss, so appreciation can quietly push an insured below the required percentage.
Reporting-Form and Value-Reporting Coinsurance
For fluctuating commercial inventories, a value-reporting form ties premium to periodically reported values. If the insured under-reports the value at the last report before a loss, a full-reporting penalty applies — recovery is reduced by the same proportion as the reporting shortfall, mirroring coinsurance logic. Honest, timely reporting earns full recovery up to the limit. The exam may frame this as 'the insured reported $400,000 when the true value was $500,000,' producing an 80% recovery factor on the loss. Treat the reporting ratio exactly like a coinsurance factor.