A Flexible Award Versus a Cheaper Restrictive Booking
A fictional comparison of a 40,000-mile award with cheap cancellation and a 35,000-mile award with expensive cancellation, worked through both ways the trip can go.
Noah has found the same trip through two loyalty programs. Program A wants 40,000 miles and $80. Program B wants 35,000 miles and $80. B looks like the obvious choice: 5,000 fewer miles for the same cash.
Then he reads the cancellation terms. If he cancels, A’s terms leave him $50 out of pocket and B’s leave him $200 out. Both return all the miles.
Which one is cheaper depends on something the mileage prices don’t show: whether Noah actually takes the trip.
Everything here is invented. Noah, both programs and their terms are fictional, and no real airline’s rules are described. The numbers show a method, not what any program charges.
Noah’s two options
| Program A | Program B | |
|---|---|---|
| Miles | 40,000 | 35,000 |
| Cash when booked | $80 | $80 |
| Cash lost if he cancels | $50 | $200 |
| Miles if he cancels | All returned | All returned |
These cancellation figures are total cash costs after cancellation, not just deductions from the $80 he paid at booking. In this fictional model:
- A: the program returns $30 of the original $80 and keeps $50. Noah pays nothing more.
- B: the original $80 is not returned, and cancelling requires another $120 payment. His total cash cost is $200.
Both programs restore all the miles. These are invented cash-flow assumptions that explain the example’s $50 and $200 losses, not descriptions of a real program.
To compare miles with cash, Noah needs a value for a mile. He assigns a personal value of 1.5 cents per mile in each of the two fictional programs, based on other uses he could realistically make of those balances. Equal value across programs is an assumption for this example, not a rule for real mileage currencies. It isn’t a market price or a program valuation, and yours may be different. The same flight, different miles covers comparing the full cost of two awards before restrictions come into it.
If Noah takes the trip
He spends the miles and the $80 either way.
- A: 40,000 × $0.015 = $600 of miles, plus $80 = $680.
- B: 35,000 × $0.015 = $525 of miles, plus $80 = $605.
On Noah’s valuation, B is $75 cheaper if he travels as planned.
If Noah cancels
Both mileage balances return to where they started. The remaining cost is the net cash paid after any refund and additional cancellation fee.
- A: he loses $50.
- B: he loses $200.
A is $150 cheaper if he cancels.
The mileage refunds restore points, not cash. Because all the miles are returned in both fictional options, neither has a net mileage cost in this cancellation comparison. B’s $200 includes the additional $120 cancellation payment; it is not a $200 deduction from the original $80.
Why there’s no single answer
Each option wins in one of the two outcomes:
| Outcome | Better option | By how much |
|---|---|---|
| Noah travels | B | $75 (on his 1.5-cent valuation) |
| Noah cancels | A | $150 in cash |
Picking one means taking a view on how likely he is to cancel, and this example deliberately doesn’t assume one. For a trip he’s confident will go ahead, Noah may prefer the lower mileage cost. If the dates depend on a meeting or someone else’s plans, he may be willing to use more miles to limit a cancellation loss. His confidence and willingness to bear that loss are judgments the arithmetic cannot make for him.
Two things can change the picture:
- His valuation. At a personal value of 1 cent per mile, B’s 5,000-mile saving is worth $50; at 2 cents, it is worth $100. The cancellation numbers stay the same, because they’re cash.
- Changing rather than cancelling. If the plan is more likely to shift than to fall through, the change terms matter more than the cancellation terms. Noah’s example only models cancelling.
Check the real terms before you book
The figures above are invented. Before choosing between real awards, read each program’s own terms for:
- whether a change and a cancellation are treated differently, and what each costs;
- whether the miles are returned, how quickly, and whether there’s a deadline for cancelling;
- whether the taxes and fees you paid in cash come back, and in what form;
- whether the terms depend on how close to departure you cancel;
- which program issues the ticket, and which terms are shown for that specific booking.
Do not assume that either fictional refund arrangement applies to a real booking. Use the terms attached to the award you are considering.
Running your own numbers
For each option, write down:
- Miles and cash if you take the trip.
- Your own value per mile, and why.
- The total if you travel: miles × your value, plus cash.
- The cash you’d lose if you cancel, and whether the miles come back.
Compare the “travel” totals with each other, and the “cancel” losses with each other, and look at the two results side by side. If the cheaper option wins only when everything goes to plan, ask yourself how sure you are that it will.
If getting to the departure airport is part of the decision, positioning flights walks through that cost separately.