Question

1

Answer 1

Given:

A horizontal line passes through the  point (0,4).

A vertical line passes  through the point (-16,0).

To find:

The intersection point of these two lines.

Solution:

A horizontal line passes through the  point (0,4). It means the y-coordinate of each point on the line is 4 and the equation of the line is

$y=4$

A vertical line passes  through the point (-16,0). It means the x-coordinate of each point on the line is -16 and the equation of the line is

$x=-16$

So, the coordinates of the intersection point of these two lines are (-16,4).

Therefore, the required point is (-16,4).