Data Graphs Tally Marks — Set 4

easy Set 4
  1. The bar graph shows: Yellow=10, Brown=4, Pink=3, Orange=5. Which category got the most?
  2. Each ■ = 1. Orange has 10 ■, Yellow has 8 ■, Purple has 6 ■, Red has 8 ■. How many more does Orange have than Red?
  3. From the bar graph: Rice=7, Sandwich=1, Pizza=5, Burgers=2. How many in total?
  4. From the bar graph: Purple=9, Green=3, Pink=6, Blue=9. How many in total?
  5. The bar graph shows: Sandwich=3, Pizza=6, Pasta=10, Burgers=6. Which category got the most?
  6. From the bar graph: Skating=1, Soccer=7, Swimming=8, Running=9. How many in total?
  7. From the bar graph: Skating=8, Running=6, Basketball=8, Swimming=7. How many in total?
  8. From the bar graph: Birds=1, Dogs=9, Frogs=6, Hamsters=5. How many in total?
  9. A tally chart shows: Pears || Cherries | Apples ||| Bananas ||. How many bananas are there?
  10. A tally chart shows: Rabbits |||| | Fish |||| | Cats |||| |||| Turtles |||| |||. How many rabbits are there?
  11. A tally chart shows: Cherries | Bananas |||| Peaches ||| Apples |||. How many peaches are there?
  12. Each ❤ = 1. Swimming has 8 ❤, Baseball has 5 ❤, Tennis has 9 ❤, Cycling has 5 ❤. How many more does Swimming have than Baseball?
  13. The bar graph shows: Red=8, Brown=4, Orange=10, Purple=10. Which category got the most?
  14. Each ★ = 1. Bananas has 6 ★, Grapes has 5 ★, Oranges has 4 ★, Peaches has 10 ★. How many more does Peaches have than Oranges?
  15. A tally chart shows: Birds |||| || Rabbits |||| |||| Frogs |||| || Dogs ||. How many birds are there?
  16. From the bar graph: Purple=5, Yellow=8, Red=8, Orange=3. How many in total?
  17. The bar graph shows: Blue=7, Brown=9, Yellow=1, Purple=3. Which category got the most?
  18. From the bar graph: Yellow=2, Red=8, Blue=4, Green=6. How many in total?
  19. From the bar graph: Soccer=7, Running=10, Basketball=4, Cycling=9. How many in total?
  20. A tally chart shows: Pizza ||| Rice |||| |||| Burgers |||| |||| Pasta |||| ||. How many burgers are there?

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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.

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