How to find in which quadrant the equation of a line #12x+5y-10=0# lies?

1 Answer
Sep 17, 2017

Change the equation into the y-intercept gradient form first.

#y = mx+c#

#5y = -12x+10#

#y = -12/5x +2#

The y-intercept is #+2# and the slope is negative which means the line will rise to the left.

The line will pass through the #2nd, 1st and 4th # quadrants. graph{y = -12/5x+2 [-5.75, 4.25, -1.7, 3.3]}