Question

the product of two numbers is - 16 / 19 if one number is 2/ -57 find the other number​

Answer 1

Given

$\bold{Product \ of \ 2 \ numbers} = \dfrac{-16}{19}$

$\bold{ One \ of \ the \ number} = \dfrac{-2}{57}$

Let the number be x.

$\implies \dfrac{-2}{57}* x = \dfrac{-16}{19}$

$\implies x = \dfrac{-16}{19} * \dfrac{57}{-2}$

$\implies x = 8 * 3\\\implies x = 24$

$\boxed{\boxed{\bold{Therefore, \ the \ other \ number \ is \ 24.}}}}$

                                                     

Answer 2

$\mathtt{\huge{ \fbox{Solution :)}}}$

Given ,

The product of two numbers is -16/19 And one number is -2/57

Let , the unknown number be " α "

Thus ,

➡-2/57 × α = -16/19

➡α = (57 × 16)/(2 × 19)

➡α = 3 × 8

➡α = 24

Hence , the value of unknown number is 24

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