Question

any point on the line x = y is of the form​

Answer 1

Explanation:

Every point on the line y = x has same value of x-and y-coordinates i.e., x = a and y = a. Hence, (a, a) is the required form of the solution of given linear equation.

Answer 2

Answer:

Given that the line is

$\boxed{x = y }\\ y = x \\ y = mx + c$

where, m(slope) =1 and c(intercept) =0

Let the value of x- axis be a

and the value of y-axis be a

Therefore, the point will be in the form (a,a).