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Speed Division by 9
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Speed Division by 9, Vedic Division

Speed Division by 9, Vedic Division

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Speed Division by 9 Presentation Transcript

  • 1. Speed Division by 9
  • 2. For example 42 ÷ 9 9 4 2
  • 3. 9 4 2 4 Step 1 : Simply put the first figure of the dividend down as it is. So its 4.
  • 4. 9 4 2 4 rem 6 Step 2 : To get the remainder add diagonally. So 4+2 gives 6. So our answer becomes 4 remainder 6. Simple?
  • 5. For example 71 ÷ 9 9 7 1
  • 6. 9 7 1 7 Step 1 : Simply put the first figure of the dividend down as it is. So its 7.
  • 7. 9 7 1 7 rem 8 Step 2 : To get the remainder add diagonally. So 7+1 gives 8. So our answer becomes 7 remainder 8. Could it be easier?
  • 8. For example 123 ÷ 9 9 1 2 3
  • 9. 9 1 2 3 1 Step 1 : Simply put the first figure of the dividend down as it is. So its 1.
  • 10. 9 1 2 3 1 3 Step 2 : Add diagonally. So 1+2 gives 3. So our quotient digit becomes 13
  • 11. 9 1 2 3 1 3 rem 6 Step 3 : To get the remainder add diagonally. So 3+3 gives 6. So our answer becomes 13 remainder 6. Could it be easier?
  • 12. Divide the following by 9 (a) 32 (b) 16 (c) 321 (d) 1202 (e) 72 Sums
  • 13. Speed Division by 9 Carryovers
  • 14. For example 762 ÷ 9 9 7 6 2
  • 15. 9 7 6 2 7 Step 1 : Simply put the first figure of the dividend down as it is. So its 7.
  • 16. 9 7 6 2 7 13 Step 2 : Add diagonally to get the next quotient digit. We see that its 7+6 = 13. Actually a digit of 9 or more is not permitted because we are trying to find how many 9’s are there in 762. So when we get 13 we see that there is 1 Nine in it with 4 remainder. Therefore we make the quotient of 7 to 8 and the next digit becomes 4. 9 7 6 2 8 4
  • 17. 9 7 6 2 8 4 rem 6 Step 3 : Add diagonally. So 4+2 gives 6. So our answer becomes 84 remainder 6 .
  • 18. Sums
    • 249
    • 641
    • 849
    • 4484
    • 5289
    • 9632
    • 142
    • 610
    • 8501
    • 1456
    Divide the following by 9
  • 19. Answers
    • 27 rem 6
    • 71 rem 2
    • 94 rem 3
    • 498 rem 2
    • 587 rem 6
    • 1070 rem 2
    • 15 rem 7
    • 67 rem 7
    • 944 rem 5
    • 161 rem 7