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FINANCIAL GUIDE Comparisons

Budget Buying Power: Compare Dollars With the Same Basket

Compare two fictional budgets with the cost of the same basket. Work out the exact change in buying capacity and the gap to keep the original basket count.

Vegetables and citrus in a woven basket on a bamboo table.
Stock photograph for illustration—not the basket priced in the example. Photo by You Le on Unsplash (Unsplash License).

Estimated reading time: 3 minutes

A larger dollar budget doesn’t necessarily preserve what it can buy. In this fictional comparison, a budget rises 20%, but its capacity to buy the same basket falls 4%. The basket’s price rises too.

Hold the basket and pricing rule constant

Use two invented snapshots: an earlier dedicated budget of $1,000 and a later one of $1,200. Each is assumed available solely for this comparison. These are supplied budgets, not an investment-performance record.

The basket contains exactly the same items, quantities and specifications at both snapshots. Its all-in price rises from $100 to $125. Repeated identical baskets cost the number of baskets multiplied by that price: there are no bulk discounts, fixed charges or other costs outside the listed price. These are model assumptions, not real shop terms.

Divide each budget by its matching basket price. Call the result basket-equivalent capacity: a comparison ratio, not a claim that a fraction of a complete, indivisible basket can actually be purchased.

On narrow screens, scroll the table sideways. Keyboard users can focus the table region and use the arrow keys.

One fixed-basket comparison; all dollar amounts are U.S. dollars
Snapshot Budget Price per basket Budget ÷ price
Earlier $1,000 $100 10 basket-equivalents
Later $1,200 $125 9.6 basket-equivalents

Compare capacity, not just the two increases

The budget increase is $200 ÷ $1,000 = 20%. The basket-price increase is $25 ÷ $100 = 25%. Those increases differ by 5 percentage points.

Capacity, however, changes from 10 to 9.6 basket-equivalents. Its relative change is:

(9.6 ÷ 10) − 1 = −4%.

The same result comes from dividing the growth factors: (1.20 ÷ 1.25) − 1 = −4%. Subtracting 25% from 20% doesn’t give the exact capacity change. No rounding is needed for these results.

Check the original target

The original budget covered ten complete baskets. Under the later price, the same ten cost 10 × $125 = $1,250. The later $1,200 budget is therefore $50 short of that unchanged target. This identifies the gap; it doesn’t recommend finding, borrowing or spending another $50.

For a comparison, keep the basket specification, currency, snapshot dates, pricing rule and dedicated budget together. If any input is unknown, leave it unresolved. Changing the basket would answer a different question.

This invented basket represents neither an official inflation measure nor household-wide living costs. The example supplies no forecast, annualized rate, investment return or overall affordability conclusion.

For separate questions, see why account-balance growth can include added cash and how a changing savings target affects a deadline calculation.