Question

write the coordinates of any two points lying in the third quadrant with the points (-2,5)and (-2,0) write the equation of any line parallel to the line containing these points​

Answer 1

Step-by-step explanation:

Given equation line, 3x−4y+2=0

∴4y=3x+2

y=(

4

3

)x+

2

1

Slope of given line=

4

3

As slope of parallel lines are equal

∴ Slope of line parallel to given line =

4

3

Equations of line passes through (−2,3) with slope (

4

3

) is

(y−3)=

4

3

(x+2)

4y−12=3x+6

3x−4y+18=0 be the equation of line parallel to 3x−4y+2=0 and passing through (−2,3)