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How to Calculate Burning Cost in Insurance

Burning Cost Formula:

\[ Burning Cost = \frac{Ultimate Losses}{Premiums} \times 100 \]

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1. What is Burning Cost in Insurance?

The Burning Cost Ratio is a key metric in insurance that represents the ratio of ultimate losses to premiums earned, expressed as a percentage. It helps insurers assess the profitability and risk exposure of their insurance portfolios.

2. How Does the Calculator Work?

The calculator uses the Burning Cost formula:

\[ Burning Cost = \frac{Ultimate Losses}{Premiums} \times 100 \]

Where:

Explanation: The burning cost ratio indicates what percentage of premium income is being consumed by claims. A lower ratio indicates better profitability.

3. Importance of Burning Cost Calculation

Details: Burning cost analysis is crucial for pricing insurance products, setting reserves, evaluating reinsurance needs, and making strategic underwriting decisions. It helps insurers maintain financial stability and competitive pricing.

4. Using the Calculator

Tips: Enter ultimate losses and premiums in USD. Both values must be positive numbers, with premiums greater than zero to avoid division by zero errors.

5. Frequently Asked Questions (FAQ)

Q1: What is a good burning cost ratio?
A: Generally, a burning cost ratio below 60-70% is considered good, indicating the insurer retains 30-40% of premiums for expenses and profit.

Q2: How does burning cost differ from loss ratio?
A: Burning cost typically refers to the pure claims cost excluding expenses, while loss ratio may include adjustment expenses and other claim-related costs.

Q3: What are ultimate losses?
A: Ultimate losses represent the total amount an insurer expects to pay for all claims, including both paid losses and outstanding loss reserves.

Q4: When is burning cost analysis most useful?
A: It's particularly valuable for pricing reinsurance treaties, evaluating long-tail liability lines, and analyzing portfolio performance over multiple years.

Q5: Can burning cost be negative?
A: No, burning cost cannot be negative as both losses and premiums are positive values. However, it can exceed 100% if losses exceed premiums.

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