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Understanding Time Spent Raking Leaves: A Math Problem Approach

Dive into the problem of calculating the total hours that Bill and Evan spent raking leaves together. Bill works for 1.5 hours and Evan for 2.75 hours. This exercise helps in sharpening your math skills while illustrating how to add mixed numbers. Not only do we breakdown the hours spent, but we also explain the process to arrive at the total hours in a clear, step-by-step manner. Ideal for students and anyone needing a refresher in basic arithmetic and practical applications of time calculations.

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Understanding Time Spent Raking Leaves: A Math Problem Approach

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Presentation Transcript

  1. 1 2 3 4 5 100 100 100 100 100 200 200 200 200 200 300 300 300 300 300 400 400 400 400 400 500 500 500 500 500

  2. 2/10 + 1/10

  3. What is 3/10 ?

  4. 4/5 + 4/5

  5. What is 1 1/5?

  6. 2/5 + 1/10

  7. What is 1/2?

  8. 5/8 + 2/3

  9. What is 1 7/24?

  10. ¼ + 1/5

  11. What is 9/20?

  12. 3/6 + 3/6

  13. What is 1?

  14. 2/4 +3/4

  15. What is 1 1/4?

  16. 9/10 + 2/3

  17. What is 1 17/30?

  18. 9/11 + 1/3

  19. What is 1 5/33?

  20. 8/9 + 1/18

  21. What is 17/18?

  22. 17/24 – 11/24

  23. What is 1/4?

  24. 8/13 – 6/13

  25. What is 2/13?

  26. 12 1/3 – 7 2/3

  27. What is 4 2/3?

  28. 11/12 – 3/8

  29. What is 13/24?

  30. 4/5 – ½

  31. What is 3/10?

  32. 2/3 – 2/9

  33. What is 4/9?

  34. 1/3 – 5/16

  35. What is 1/48?

  36. 3 8/9 – 1 1/3

  37. What is 2 5/9?

  38. 8 4/5 – 2 3/8

  39. What is 6 17/40?

  40. 4 3/10 + 2 1/5

  41. What is 6 1/2?

  42. 6 1/5 + 2 1/4

  43. What is 8 9/20?

  44. 7 1/8 – 2 3/6

  45. What is 4 5/8

  46. 6 1/3 -4 5/6

  47. What is 1 1/2?

  48. Bill works 1 ½ hours raking leaves. Evan rakes leaves for 2 ¾ hours. Altogether, how many hours did Bill and Evan rake leaves?

  49. What is 4 ¼ hours?

  50. 3 1/5 – 1 9/10

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