Write True/False:
We shall get 1 by multiplying `frac(8)(5)` with `frac(5)(8)`

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Write True/False: We shall get 1 by multiplying -frac(9)(3) with -frac(3)(9)

Write true/False: We shall get 0 by adding frac(9)(8) with -frac(9)(8)

Write true/False: We shall get 0 by adding -frac(5)(2) with -(frac(5)(2))

Write true/False: We shall get 0 by adding -frac(2)(9) with frac(2)(9)

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Let's write the product by multiplying frac(7)(18) with the reciprocal of -frac(5)(6)

Let's multiply :- frac(2)(3)x^2y xx frac(3)(5)xy^2

Let's simplify : frac(13)(25) xx 1frac(7)(8)

Let's multiply :- (-frac(18)(5) x^2) xx (-frac(25)(6) xx z^2y)

What must be multiplied with frac(5)(7) to get 4.