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Basic Arithmetic Operations · 39 lessons

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There are two ways to do a calculation, and fluency is mostly about choosing between them quickly. A mental method reshapes the numbers into ones that are easier — it is fast, but it depends on the numbers cooperating. A written method ignores what the numbers look like and grinds through them at a steady cost.

  1. 1Number Bonds to Ten
  2. 2Taking Away
  3. 3Adding Within Twenty
  4. 4Equal Groups
  5. 5Rows and Columns
  6. 6Sharing Equally
  7. 7Multiplying and Dividing Undo Each Other
  8. 8Adding in Any Order
  9. 9Adding by Splitting
  10. 10Bridging Through Ten
  11. 11Doubles and Near Doubles
  12. 12Rounding and Adjusting
  13. 13Counting Up to Subtract
  14. 14The Same Difference
  15. 15Adding and Subtracting Tens and Hundreds
  16. 16Lining Up the Columns
  17. 17Carrying
  18. 18Carrying in More Than One Column
  19. 19Borrowing
  20. 20Borrowing Past a Zero
  21. 1000−nSubtract from 1000
  22. 21Two-Step Word Problems
  23. 22Multiplying and Dividing by 10, 100 and 1,000
  24. ×101Rule of 101
  25. ×99Rule of 99
  26. 23Multiplying by Splitting
  27. ×9Multiply by 9
  28. 24Doubling to Multiply
  29. ×12Multiply by 12
  30. 25Halving to Divide
  31. ×5Multiply by 5
  32. ×15Multiply by 15
  33. 26Dividing by Splitting
  34. ÷5Divide by 5
  35. 27Rounding to Estimate
  36. 28Multiplying in Columns
  37. a·b→?Last Digit of Products
  38. 29Two Digits by Two Digits
  39. ×11Rule of 11
  40. 35²Squaring Ends in 5
  41. Cross-Multiplication
  42. 30Long Division
  43. 31Remainders
  44. 32Interpreting the Remainder
  45. 33Brackets First
  46. 34Multiply and Divide Before Adding and Subtracting
  47. 35Brackets with All Four Operations
  48. 36Subtracting Negative Numbers
  49. 37Absolute Value
  50. 38Multiplying and Dividing Negative Numbers
  51. 39Estimating with One Significant Figure

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