Buy Now or Wait? The Announced Increase Has to Beat Your Financing Cost

2026-09-18

Short answer: Compare the price rise you would avoid against the cost of paying early. On a $1,200 item, six months of general inflation is about $18, while six months of carrying it on a 24% card is $144. Buying now to beat an increase only pays if the announced increase exceeds about 12% — and if you have the cash, waiting costs almost nothing.

Two costs, pointing opposite ways

Waiting to buy costs whatever the price does while you wait. Buying before you have the money costs interest. The decision is a comparison of those two numbers, and most of the advice on it only ever counts one.

cost of waiting      = price × expected price rise over the wait
cost of buying early = price × APR × (months ÷ 12)
break-even increase  = APR × (months ÷ 12)

The arithmetic

Worked example — a $1,200 purchase, a six-month wait to save the cash, general price rises of about 3% a year, and a credit card at 23.79%.

PathCost
Wait six months, pay cash1,200 × 3% × 0.5 = **18**
Buy now, carry on the card six months1,200 × 23.79% × 0.5 = **143**
Difference$125 in favour of waiting

At general inflation, waiting six months is nearly free and financing is not. The price would have to move about eight times faster than the index for buying early on credit to break even.

The threshold that makes the decision

The break-even does not depend on the price at all — it cancels out:

break-even increase = APR × (months ÷ 12)
Financing3-month wait6-month wait12-month wait
Cash (no financing)0%0%0%
0% promotional0%0%0%
7% personal loan1.8%3.5%7%
23.79% credit card5.9%11.9%23.8%

So: if you have the cash, buy ahead of any genuine increase — the cost of waiting is positive and the cost of buying is zero. If you would carry it on a card, an announced increase has to clear roughly 12% over six months before buying early wins.

Why announcements are not forecasts

A seller announcing a price rise is doing two things: informing you, and moving demand forward. Announced increases are sometimes delayed, sometimes smaller than trailed, and are frequently followed within months by discounting that lands below the old price.

That does not make them fake. It means an announced increase should be treated as a probable event with a magnitude, not as a deadline — and it should be multiplied by your own estimate of whether it happens before being compared to a financing cost that is certain.

What would reverse the conclusion

Run your own numbers in the budget builder →

Frequently asked questions

A retailer says prices go up next month. Should I buy now?
Only if you would pay cash, or if the increase beats your financing cost. With cash, buying ahead of a genuine increase is free money and the answer is yes. On a 24% card over six months you need the increase to exceed about 12% before buying early wins — and many announced increases are smaller than that, which is why the announcement is a marketing instrument as much as a warning.
What if I would have bought it eventually anyway?
Then the only question is timing, and the arithmetic above is the whole answer. The dangerous version is the purchase you were not going to make at all, where a price increase becomes the reason. An increase changes when to buy something you need; it is not evidence that you need it.
Does this work in reverse for things that get cheaper?
Yes, and it is the more common case for electronics. Where a category falls in price and improves each year, waiting is paid twice — a lower price and a better product. The cost of waiting is negative, which is why the same reasoning that says 'buy the appliance now' says 'wait on the laptop'.
How should I treat a sale rather than an increase?
Identically, with the sign flipped: the discount is the gain, the financing cost is the loss. A 15% sale on a $1,200 item is $180 against $144 of six-month card interest — barely ahead, and only if you were buying it anyway. A discount on something you did not need is a 100% loss regardless of the percentage.

How this is calculated

Method

This page states a figure from a named primary source with the date it was verified, then applies it to the arithmetic shown on the page.

Formula

cost of waiting = price × expected price rise over the wait; cost of buying early on credit = price × APR × (months waited ÷ 12); break-even increase = APR × (months ÷ 12)

Sources

Limits

Last verified: