# Worksheet: Finding Coordinates given the Slope

In this worksheet, we will practice finding unknown coordinates using the slope formula of two points.

Q1:

is parallel to the -axis. If the coordinates of the points and are and , respectively, find the value of .

Q2:

is parallel to the -axis. If the coordinates of the point and are and , respectively, find the value of .

Q3:

Given that the straight line passing through the points and is parallel to the -axis, find the value of .

Q4:

Find the value of such that the straight line passing through and is perpendicular to the -axis.

Q5:

is parallel to the -axis. If the coordinates of the points and are and , respectively, find the value of .

Q6:

Given that the straight line passing through the points and is parallel to the -axis, find the value of .

Q7:

Given that the straight line passing through the points and is parallel to the -axis, find the value of .

Q8:

is parallel to the -axis. If the coordinates of the point and are and , respectively, find the value of .

Q9:

is parallel to the -axis. If the coordinates of the point and are and , respectively, find the value of .

Q10:

Find the value of such that the straight line passing through and is perpendicular to the -axis.

Q11:

Find the value of such that the straight line passing through and is perpendicular to the -axis.