Question

Find the points where the graph of the lines x-2y =-3 and 2x + y =4 intersect x-axis

Answer 1

Step-by-step explanation:

since the lines are intersecting at x-axis therefore the point will be (x,o)

hence when we put y=0 we will get

in 1st eq

x-2y=-3

x =-3

and 2x + y =4

x=2

hence the required points are (-3,0) ,(2,0)

hope it will be of help.

Answer 2

Answer:

The points where the graph of the lines  $x-2y =-3$ and $2x + y =4$ intersect x-axis are $(-3,0),(2,0)$

Step-by-step explanation:

Given:

The lines are $x-2y =-3$ and $2x + y =4$

We need to find the points where these lines meet the x-axis

As we know that when a line cuts the x-axis then the y co-ordinate is zero so by doing so we get as

$x=-3\\\\2x=4\\\\x=2$