This calculator helps you compare three common ways to manage the risk that your travel plans might change:
By combining your ticket prices, any change fees, and your estimated probability of changing the trip, the tool estimates the expected total cost of each option and highlights which one is cheapest under those assumptions.
Before running the analysis, gather a few key numbers from the airline and any insurance quotes. Each field in the calculator corresponds to one of the items below.
These inputs do not need to be perfect. Even rough estimates can give you a sense of which strategy is likely to be more economical.
The analyzer uses a simple expected value model. It looks at what you would pay if you do not change your trip, and what you would pay if you do change your trip, then combines those possibilities using the probability you enter.
If you keep a non-refundable ticket and pay a change fee only if needed, your expected total cost is modeled as:
In words, you always pay the original ticket cost O, and you pay the change fee F only in the fraction p of scenarios where you actually change or cancel.
For a fully refundable or flexible fare, the model assumes that any changes are free or nearly free, so the expected cost is simply the upfront price of that ticket:
Here, whether you change the trip or not, you pay the same amount R, so the probability of change does not affect the calculation.
When you buy travel insurance, the model assumes the policy will reimburse eligible change fees or let you cancel for covered reasons. Under that simplifying assumption, your expected cost becomes:
You always pay the original ticket cost O and the insurance premium S, while the change fee itself is treated as reimbursed in the covered scenarios.
Suppose you are booking a domestic round-trip flight and are comparing the following options:
First convert the probability into decimal form:
p = 20% = 0.20
C = O + p ร F = 300 + 0.20 ร 200 = 300 + 40 = 340C = R = 500C = O + S = 300 + 40 = 340In this scenario, both the non-refundable ticket (accepting the risk of a change fee) and the non-refundable ticket with insurance have the same expected cost of $340, while the refundable ticket is more expensive at $500.
The table below shows how the optimal choice can shift as the probability of change increases, using the same base numbers as the example above: a $300 non-refundable ticket, a $200 change fee, a $500 refundable fare, and $40 travel insurance.
| Change Probability | Non-Refundable Expected Cost | Refundable Fare Cost | Insurance Option Cost | Lowest Cost Strategy |
|---|---|---|---|---|
| 10% | $320 | $500 | $340 | Non-refundable |
| 30% | $360 | $500 | $340 | Insurance |
| 80% | $460 | $500 | $340 | Insurance |
At low probabilities of change (around 10%), the non-refundable ticket without insurance is usually cheapest because you are unlikely to pay the change fee. As the probability rises, the expected change fee cost grows, and a fixed-cost option such as insurance or a refundable fare can become more appealing.
After you enter your own numbers, the calculator displays the expected cost for each strategy and highlights the one with the lowest value. Here are some ways to read and use those results:
You might still prefer a slightly more expensive option for reasons beyond the numbers. Some travelers value the peace of mind and simplicity of a refundable ticket, while others are comfortable taking more risk to minimize upfront cost. Treat the expected cost comparison as one input into your decision, not the final word.
| Strategy | Formula (Expected Cost) | Best When | Key Trade-Offs |
|---|---|---|---|
| Non-refundable ticket with change fee | C = O + p ร F | Low probability of change and/or high price gap vs. refundable fare | Cheaper upfront but exposes you to potentially large fees if plans change. |
| Refundable / flexible ticket | C = R | High probability of change or need for maximum flexibility | Higher upfront price but minimal extra cost if you need to modify or cancel. |
| Non-refundable ticket plus insurance | C = O + S | Moderate to high probability of change and suitable coverage terms | Middle-ground: added premium for protection; coverage depends on policy rules. |
This calculator uses a simplified model and cannot capture every detail of airline and insurance policies. Keep the following assumptions and limitations in mind when interpreting the results:
Because of these limitations, the results should be viewed as an educational illustration of how change fees, refundable fares, and insurance premiums interact, rather than as a precise prediction of your actual costs.
This tool is for general informational and educational purposes only. It does not provide financial, legal, insurance, or travel advice, and it does not recommend or endorse any specific airline, fare class, or insurance product. Airline rules, fare conditions, and insurance policies vary widely and can change without notice.
Before purchasing or changing any ticket or policy, review the detailed fare rules and policy documents, and consider contacting the airline or insurer directly to confirm how change fees, refunds, and coverage would apply to your specific situation.