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Let us take 2 examples to show that the ...

Let us take 2 examples to show that the commutative law holds in case of multiplication but does not hold for division of integers.

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By giving a counter example show that the following statement is false : The equation 9x^(2)-16=0 does not have a root lying between (-1) and (-2) .

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JNAN PUBLICATION-ADDITION, SUBSTRATION MULTIPLICATION & DIVISION OF INTEGERS-EXAMPLE
  1. Let fill up the blanks squares :- -16 div (-2) + ? = -1

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  2. Let fill up the blanks squares :- 20 - 50 div ? = -1

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  3. Let fill up the blanks squares :- 41 xx (-5) + ? = -3

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  4. Let fill up the blanks squares :- (-9) xx (-3) xx ? = -81

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  5. Let fill up the blanks squares :- (-15) div (-5) - ? = -1

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  6. Let fill up the blanks squares :- (-18) div ? + 3 = -6

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  7. Let fill up the blanks squares :- ?div 4 - 2 = -7

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  8. Let fill up the blanks squares :- ?xx (-1) + 0 = 0

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  9. Let us take 2 examples to show that the commutative law holds in case ...

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  10. Let us take 2 examples to show that the distributive law holds in case...

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  11. Let's find the values of the following ---- (-125) -: 5

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  12. Let's find the values of the following ---- (-144) -: 6

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  13. Let's find the values of the following ---- (-49) -: 7

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  14. Let's find the values of the following ---- (225) -: (-3)

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  15. Let's find the values of the following ---- 169 -: (-13)

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  16. Let's find the values of the following ---- 100 -: (-5)

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  17. Let's find the values of the following ---- (-81) -: (-9)

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  18. Let's find the values of the following ---- (-150) -: (-5)

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  19. Let's find the values of the following ---- (-121) -: (-11)

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  20. Let's find the values of the following ---- (-275) -: (-25)

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