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Grade 7 Better buy: compare unit prices Worksheets

Grade 7 practice: Compare two offers by unit price to find the better buy. Choose a level below to generate a fresh set of questions.

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Understanding better buy: compare unit prices

Better-buy problems ask learners in Grades 6 and 7 to compare two offers and decide which gives more for the money by finding and comparing unit prices. Because the packages hold different amounts at different prices, you cannot compare the sticker prices directly; you divide price by quantity to find the cost of a single item, then pick the lower one. This is everyday proportional reasoning.

For example, 4 items for $1.00 costs 25¢ each, while 6 items for $1.80 costs 30¢ each, so the first offer (Option A) is the better buy. A common mistake is choosing the option with the lower total price, even though it also contains fewer items. Tip: divide the price by the number of items for each offer to get the cost per item, then compare those two unit prices — the smaller cost per item is the better buy, regardless of total price.

Sample better buy: compare unit prices questions

These examples come from the Easy setting. Generate a worksheet for a complete page with space for working.

Option A: 8 for $1.68. Option B: 5 for $0.65. Which is the better buy?
Option A: 3 for $0.57. Option B: 7 for $1.05. Which is the better buy?
Option A: 4 for $0.64. Option B: 4 for $0.92. Which is the better buy?
Option A: 8 for $1.12. Option B: 8 for $2.32. Which is the better buy?

Check the sample answers

Option B
Option B
Option A
Option A

Practice focus

Compare two offers by unit price to find the better buy. Show your working so each step is clear.

Grade 7 Better buy: compare unit prices Worksheets

Understanding better buy: compare unit prices

Sample better buy: compare unit prices questions

Practice focus

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