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Division
The document explains the concept of division as repeated subtraction, using the example of dividing 12 by 3 through consecutive subtractions. It defines key terms of division including dividend, divisor, quotient, and remainder, noting that the remainder must be smaller than the divisor. Additionally, it provides a verification method for division using the relationship between dividend, divisor, quotient, and remainder.
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Division
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- 6. Divide them into groupof three
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- 12. 12-3=9 9-3=6 6-3=3 3-3=0 Process of repeatedSubtractionis calledDivision
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- 17. Terms of Division Thenumber to be divided
- 18. Terms of Division Thenumber to be divided
- 19. Terms of Division Thenumber to be divided The number that divides
- 20. Terms of Division Thenumber to be divided The number that divides
- 21. Terms of Division Thenumber to be divided The number that divides The answer we get on dividing the numbers.
- 22. Terms of Division Thenumber to be divided The number that divides The answer we get on dividing the numbers.
- 23. Terms of Division Thenumber to be divided The number that divides The answer we get on dividing the numbers. The number that remains after dividing
- 24. Terms of Division Thenumber to be divided The number that divides The answer we get on dividing the numbers. The number that remains after dividing
- 25. Terms of Division Thenumber to be divided The number that divides The answer we get on dividing the numbers. The number that remains after dividing IMPORTANT:- The remainder is always smaller than the divisor.
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- 30. Terms of Division Verification: Dividend=Divisorx Quotient + Remainder =
- 31. Terms of Division Verification: Dividend=Divisorx Quotient + Remainder = 3 x 4 + 0
- 32. Terms of Division Verification: Dividend=Divisorx Quotient + Remainder = 3 x 4 + 0 = 12 + 0
- 33. Terms of Division Verification: Dividend=Divisorx Quotient + Remainder = 3 x 4 + 0 = 12 + 0 = 12
- 34. 12-3=9 9-3=6 6-3=3 3-3=0 Process of repeatedSubtractionis calledDivision