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

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

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

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

Let's find the product by successive multiplication____ (frac(x^2)(y^2) + frac(y^2)(z^2)), (frac(y^2)(z^2) + frac(z^2)(x^2)), (frac(z^2)(x^2) + frac(x^2)(y^2))

Let's find the product by successive multiplication____ (frac(2p^2)(q^2) + frac(5q^2)(p^2)) (frac(2p^2)(q^2) - frac(5q^2)(p^2))

Let's square the following fractions: frac(6)(7)

Let's square the following fractions: frac(4)(7)

Let's square the following fractions: frac(4)(5)

5 is added to 3/7 and the sum is multiplied by 4frac(2)(3) . Now the product is divided by 4frac(4)(9) and the quotient is subtracted from 8frac(2)(5) , Let's find the number after subtraction.

Let's write the appropriate number in the following boxes. .(frac(-8)(3)) xx (-frac(21)(20)) = ?