Math6-8
Halloween Candy Data Collection and Ratios for 6th Grade
By Emily P.
A self-directed Halloween-themed practice packet where 6th graders sort and count candy, record their results in a data table, and then work through part-to-part ratios using the same data. The step-by-step directions and blank tables let students work independently through data collection and ratio reasoning.
Customize for your classroom
Teacher Guide & Tips
- Use this as an independent or partner station during a ratio unit, with each student or pair working from their own bag of candy so the data is personal and concrete.
- Discussion question: If you have 12 red candies and 8 orange candies, what is the ratio of red to orange, and what does that ratio tell you about your bag?
- Scaffold for struggling readers: Provide a sample completed table and a worked example of writing a part-to-part ratio in simplest form before students begin.
- Extension for advanced students: Ask them to compare ratios across two classmates' bags and explain which bag has the greater proportion of a single candy type.
- Estimated time: About 30 to 40 minutes, including sorting, counting, recording, and the ratio problems.
Math6-8
Halloween Candy Data Collection and Ratios for 6th Grade
By Emily P.
A self-directed Halloween-themed practice packet where 6th graders sort and count candy, record their results in a data table, and then work through part-to-part ratios using the same data. The step-by-step directions and blank tables let students work independently through data collection and ratio reasoning.
Customize for your classroom
Teacher Guide & Tips
- Use this as an independent or partner station during a ratio unit, with each student or pair working from their own bag of candy so the data is personal and concrete.
- Discussion question: If you have 12 red candies and 8 orange candies, what is the ratio of red to orange, and what does that ratio tell you about your bag?
- Scaffold for struggling readers: Provide a sample completed table and a worked example of writing a part-to-part ratio in simplest form before students begin.
- Extension for advanced students: Ask them to compare ratios across two classmates' bags and explain which bag has the greater proportion of a single candy type.
- Estimated time: About 30 to 40 minutes, including sorting, counting, recording, and the ratio problems.