How do you find the x and y intercepts for #y = -6x + 6#?

1 Answer
Özgür Özer
Dec 15, 2015

#x# intercept is #1# and #y# intercept is #6#.

Explanation:

For #x=0#,
#color(white)(xx)y=-6xxcolor(red)0+6#
#color(white)(xxx)=6#
Therefore #y# intercept is #6#.

For #y=0#,
#color(white)(xx)-6x+6=color(red)0#
#=>x=1#
Therefore #x# intercept is #1#.
graph{-6x+6 [-20, 20, -10, 10]}

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