Answer:
The coordinate of (x,6) is 21 such that the given point lies on line 2x – 7y = 0.
Step-by-step explanation:
Given : Equation of line 2x – 7y = 0
We have to find the x coordinate of (x,6) such that the given point lies on line 2x – 7y = 0.
Since, the point lies on the line 2x – 7y = 0.
So (x, 6) satisfies the equation of line 2x – 7y = 0.
Put x = x and y =6, we have,
2x -7(6) = 0
2x = 42
⇒ x = 21
Thus, The coordinate of (x,6) is 21 such that the given point lies on line 2x – 7y = 0.
