Question

Two lines are given to be parallel. The equation
of one of the lines is 4x + 3y = 14, then find the
equation of the second line.​

Answer 1

Since the lines are to be parallel, their slopes must be equal.

Thus as the slope of given line is -4/3, the other line is:

4x+3y+c=0 ...where "c" is some constant.

Answer 2

Answer:

hey buddy here is your answer by UDIT

Step-by-step explanation:

let convert the given equation in slope intercept form

4x+3y=14

3y=-4x+14

y=-4x/3+14/3

so comparing with

y=mx+c

we get slope = -4/3

so slope of the line which is parallel to given line is also -4/3 (since they are parallel )

and let the intercept be c

so the equation of line is

y=-4/3x+c