FIRST WRITE THE EQUATION OF 3X-2Y=8 IN THE FORM Y=MX+C TO GET THE REAL GRADIENT OF THE EQUATION

PARALLEL LINES HAVE EQUAL GRADIENTS.
AS WE SEE IN THE EQUATION ABOVE THE GRADIENT IS

IT MEANS THE GRADIENT OF THE NEW EQUATION IS ALSO

NOW GIVEN THE POINTS WE CAN USE THE KNOWNS TO GET THE VALUE OF C IN THE NEW EQUATION.

