- The bar graph shows: Soccer=1, Basketball=4, Baseball=5, Tennis=2, Swimming=10. Which has the most?
- The bar graph shows: Math=8, Science=4, Reading=6, Art=1. How many in total?
- The bar graph shows: Soccer=2, Basketball=7, Baseball=3. Which has the most?
- The bar graph shows: Red=6, Blue=1, Green=9. Which has the most?
- The bar graph shows: Monday=8, Tuesday=7, Wednesday=10, Thursday=10. How many in total?
- The bar graph shows: Red=9, Blue=6, Green=2, Yellow=1. Which has the least?
- The bar graph shows: Dogs=7, Cats=2, Fish=6, Birds=1. What is the difference between Cats and Fish?
- The bar graph shows: Math=3, Science=4, Reading=7, Art=8, PE=6. How many more Art than Reading?
- The bar graph shows: Apples=1, Oranges=3, Bananas=6, Grapes=5, Peaches=6. How many in total?
- The bar graph shows: Monday=6, Tuesday=3, Wednesday=10, Thursday=7, Friday=4. How many more Wednesday than Thursday?
- The bar graph shows: Red=8, Blue=5, Green=7. How many in total?
- The bar graph shows: Dogs=1, Cats=6, Fish=7, Birds=2. Which has the most?
- The bar graph shows: Soccer=7, Basketball=6, Baseball=10. What is the difference between Basketball and Soccer?
- The bar graph shows: Red=3, Blue=8, Green=10, Yellow=9. How many in total?
- The bar graph shows: Soccer=6, Basketball=2, Baseball=10, Tennis=6, Swimming=7. How many more Baseball than Swimming?
- The bar graph shows: Dogs=8, Cats=10, Fish=3, Birds=5. What is the difference between Fish and Dogs?
- The bar graph shows: Apples=1, Oranges=1, Bananas=7, Grapes=2, Peaches=4. Which has the least?
- The bar graph shows: Apples=1, Oranges=8, Bananas=6, Grapes=7. Which has the most?
- The bar graph shows: Soccer=1, Basketball=5, Baseball=10, Tennis=6. How many in total?
- The bar graph shows: Dogs=8, Cats=10, Fish=8, Birds=7. How many in total?
Practice data graphs tally marks with free printable worksheets. Uniquely generated — reinforce key math skills with every set.
Frequently Asked Questions
How do I use this Data Graphs Tally Marks Worksheets worksheet?
Print the worksheet and complete the problems. Each set number generates a unique arrangement. Use the same set number for all students in a class for consistent assessment.
Is there an answer key?
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