Question

Find the integer x , if product of x with
(i) 1 is 200 (ii) 600 is -1 (iii) -3 is 0 (iv) 62 is -62

Answer 1

answer is 2

hope it helps you

Answer 2

Step-by-step explanation:

• We know, Integers are the set of whole numbers i.e., natural numbers with 0 and negative numbers combined together. For example: 1, 0, -1 etc.

    (i) $x\times1=200$

       $\therefore,\ x=\frac{200}{1}$

       $x=200$

• Hence, when the product of x with 1 is 200, $x=200$.

    (ii) $x\times600=-1$

       $\therefore,\ x=\frac{-1}{600}$

• Hence, when the product of x with 600 is -1, $x=\frac{-1}{600}$.

    (iii)  $x\times-3=0$

       $x=\frac{0}{-3}$

       $x=0$

• Hence, when the product with x with -3 is 0, $x=0$.

    (iv) $x\times 62=-62$

          $x=\frac{-62}{62}$

          $x=-1$

• Hence, when the product with x with 62 is -62,   $x=-1$.