Question

xy=1 ...and if y= 0 then justify is there any value of x exist​

Answer 1

Step-by-step explanation:

refer to the attachment

If y= 0 then the value of x is undefined ..

Answer 2

We have been given that,

y = 0 and xy = 1

If we substitue the value of y into the second equation we get:-

$x \times 0 = 1$

Transposing:-

$x = \dfrac{1}{0}$

We know, that the division by zero is not possible. Therefore, this equation would be left undefined.

That means, there is no value of x that can satisfy this equation.

No matter how many values we try, we would end up getting the same result over and over again.

Hence, x has no solutions.