This interactive Grade 6 worksheet gives students structured, scaffolded practice computing unit rates from real-world ratio pairs. Organized into three progressive difficulty tiers, students work through 12 problems drawn from everyday contexts — food shopping, travel, technology, and more — building fluency and confidence as the numbers get more challenging.
Tier 1 (Problems 1–4) uses whole-number ratios with clean whole-number unit rates. Tier 2 (Problems 5–8) introduces quantities that yield one-decimal-place rates. Tier 3 (Problems 9–12) uses more complex quantities producing two-decimal-place rates — all constructed backward to guarantee exact, clean answers.
Students find the unit rate for each problem (e.g., dollars per pound, miles per hour) and enter their answer in the input field. Conditional formatting highlights correct answers in green and incorrect answers in red, giving students instant visual feedback.
This worksheet is engaging because the tiered structure gives every student an accessible starting point while still providing a meaningful challenge — and because every number comes from a realistic, relatable everyday scenario rather than abstract pairs.
Students should be comfortable with basic division of whole numbers and an introductory understanding of what a ratio represents before attempting this worksheet.
Assign this worksheet after introducing unit rates with 6.RP.A.2 and before moving into ratio tables and proportional reasoning with 6.RP.A.3. It works well as a skills-consolidation drill or a formative assessment.
In this worksheet, students will compute unit rates from real-world ratio pairs across 12 problems organized in three tiers of increasing difficulty. Students will identify and divide Quantity A by Quantity B in contexts such as price per pound, miles per hour, and data speed per second to find whole-number, one-decimal, and two-decimal unit rates. Students will apply the concept of a unit rate (6.RP.A.2) and unit rate reasoning in practical contexts (6.RP.A.3b) while practicing fluent decimal division (6.NS.B.3). By the end of the worksheet, students will demonstrate the ability to accurately extract and compute unit rates from a variety of everyday scenarios at increasing levels of precision.
This worksheet supports randomization — each student receives a unique set of Quantity A and Quantity B values across all 12 problems, while the difficulty tier structure and real-world contexts remain the same for everyone. Would you like to enable randomization for this assignment?
💡 Tip: When assigning this activity to your classroom, you can optionally enable randomization to give each student a unique version of the problems. When you re-assign the same worksheet, each student will get a new set of questions, helping them master the content through repeated practice.