How do you graph 2x-y=62xy=6 using intercepts?

1 Answer
Apr 2, 2017

x-xintercept: (3, 0)(3,0)
y-yintercept: (0, -6)(0,6)

Explanation:

To find x-xintercepts set y = 0y=0 and solve for xx:
2x - 0 = 62x0=6
2x = 62x=6
x = 6/2 = 3x=62=3
x-xintercept is (3, 0)(3,0)

To find y-yintercepts, set x = 0x=0 and solve for yy:
-y = 6y=6
y = -6y=6
y-yintercept is (0, -6)(0,6)

Plot these two points and draw a line that goes through them:

graph{2x-6 [-8.96, 11.04, -7.4, 2.6]}