Question

30. Determine an equation for a line that is parallel to the y-axis and passes through the point (-7,9).(1 point)31. Determine an equation for the line that passes through the points (1,22) and (7,4). (1 point)Can I Get Help with question 30 and 31?

Answer 1

Given:-

The line passes through (-7,9).

To find:-

Equation for a line that parallel to y-axis and passes through the point (-7,9).

The images of line which is parallel to y-axis is,

So if the line is parallel towards the y-axis then, the value of x-axis is equal.

That is,

$x=k$

And the value of k here is the x-axis value of the point the line passes through.

So,

$x=-7$

So the equation of the line which is parallel to y-axis and passes through the point (-7,9) is,

$x+7=0$

So the required equation is x+7=0.