Question #ec749

2 Answers
Jul 18, 2017

The equation #x=-4# is for a vertical line which passes through the #x#-axis at the point #-4#

Explanation:

Any vertical line can be defined by its #x# intercept.

A vertical line will have the #x#-values of all the points as the same value, so it can be written as #x# = "a number" (the #x#-intercept.)

So the equation #x=-4# is for a vertical line which passes through the #x#-axis at the point #-4#

Vertical lines never cross the #y-#axis (except the #y#-axis itself.)

Jul 18, 2017

See the explanation

Explanation:

#y# may take ALL values on its axis but #x# can only take on the value of -4. Hence the line parallel to the y-axis which passes through #-4# on the x-axis

Tony B