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In this lesson, we will learn how to write the equations of vertical and horizontal lines.

Q1:

Which of the following equations represents a line parallel to the π₯ -axis?

Q2:

Which of the following equations represents a line parallel to the π¦ -axis?

Q3:

Q4:

Determine the equation of the line parallel to the π₯ -axis that passes through οΌ β 1 2 , 4 ο .

Q5:

Determine the equation of the line parallel to the π₯ -axis that passes through ( 2 , β 1 ) .

Q6:

Determine the Cartesian equation of the straight line passing through the point ( β 5 , β 5 ) and parallel to the π¦ -axis.

Q7:

Determine the Cartesian equation of the straight line passing through the point ( 1 , β 4 ) and parallel to the π¦ -axis.

Q8:

Complete the equation of the straight line coincident to the π₯ -axis: π ( π₯ ) = .

Q9:

Find the equations of the lines parallel to the two axes that pass through ( β 2 , β 1 0 ) .

Q10:

Find the equations of the lines parallel to the two axes that pass through ( β 5 , 9 ) .

Q11:

Find the equations of the lines parallel to the two axes that pass through ( β 1 9 , 2 0 ) .

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