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Find using distributive Law: {frac(9)(...

Find using distributive Law:
`{frac(9)(16) xx frac(4)(12)} + {frac(9)(16) xx frac(1-3)(9)}`

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Find using distributive Law: {frac(7)5) xx (frac(-3)(12))} + {frac(7)(5) xx frac(5)(12)}

Solve: frac(x+1)(x-1) - frac(1)(2) = frac(1)(3)

Solve: frac(x)(7) + frac(5)(2) = frac(alpha)(4) - frac(1)(2)

Solve: frac(x)(6) +5 = frac(x)(3) + frac(x)(4)

Solve : frac(3x)(3x + 2) = frac(1)(2)

Solve : frac(3)(4x+3) = frac(1)(4x)

Using appropriate properties find. frac(2)(5) xx (-frac(3)(7) )- frac(1)(6) xx frac(3)(2) + frac(1)(14) xx frac(2)(5)

Name the property under multiplication used in each of the following. frac(-13)(17) xx frac(-2)(7) = frac(-2)(7) xx frac(-13)(17)

Solve: frac(3x + 5)(2) - frac(2x-3)(2) = frac(x-2)(6)

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ASHOK PUBLICATION ASSAM-Rational Numbers-EXAMPLE
  1. Complete the following table.

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  2. Find using distributive Law: {frac(7)5) xx (frac(-3)(12))} + {frac(7...

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  3. Find using distributive Law: {frac(9)(16) xx frac(4)(12)} + {frac(9)...

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  4. Write the rational number for each point labelled with a letter.

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  5. Write the rational number for each point labelled with a letter.

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  6. According to which properties the following results are true: (-4) x...

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  7. According to which properties the following results are true: 3(4 + ...

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  8. According to which properties the following results are true: (5 + 4...

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  9. According to which properties the following results are true: (-8) x...

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  10. According to which properties the following results are true: 1 xx (...

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  11. Is the set of integers closed under the operation of substraction? Giv...

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  12. Is the set of integers closed under the operation of substraction? Giv...

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  13. Is the set of integers closed under the operation of Multiplication? ...

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  14. Is the set of integers closed under the operation of Division? Give ex...

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  15. Simplify : 8 xx (-4) xx (-2)

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  16. Simplify : (8 + 4) div (-2)

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  17. Simplify : (frac(-3xx -4) 3 -5)(-60)

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  18. Simplify : frac(-1 xx 4 xx -6)(-24)

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  19. Simplify : (-3)^2 xx (-2)^3

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  20. Simplify : frac((-4)^2 xx (-3))(2 × (-6-2))

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