Question

Find the integer X, if product of x is
I) 1 is 200
II) 600 is -1
III) -3 is 0
IV) 62 is -62

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Answer 1

Answer:

2(i)200

(ii) -1

(iii) 0

(iv) -1.

Answer 2

Given:

Integer X

Product of X with:

I) 1 is 200

II) 600 is -1

III) -3 is 0

IV) 62 is -62

To Find:

Value of X in every case

Solution:

• We can solve this question by making appropriate equations for each case.

I)

• The equation formed is:

                     X × 1 =200

                 ⇒ X = $\frac{200}{1}$ = 200

Therefore, the value of X is 200.

II)

• The equation formed is:

                     X × 600 =-1

                 ⇒ X = $\frac{-1}{600}$

Therefore, the value of X is  $\frac{-1}{600}$.

III)

• The equation formed is:

                     X × -3 =0

                 ⇒ X = $\frac{0}{-3}$ = 0

Therefore, value of X is 0.

IV)

• The equation formed is:

                     X × 62 =-62

                 ⇒ X = $\frac{-62}{62}$ = -1

Therefore, value of X is -1.

Therefore the value of X in each case is:

I)200

II)$\frac{-1}{600}$

III) 0

IV) -1