How do you graph $2x+4y=12$ using the slope and y intercept?

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Answer 1 · 2016-11-20T17:53:45

plot $" " (0, 6)," "(12,0)$

and draw a straight line through them

rearrange to the gradient -intercept form of the straight line

$y=mx+c$

$2x+4y=12$

$4y=-2x+12$

$y=-1/2x+6$

to graph :

$y$ - intercept is the $c$ value $c=6$

to find second put put $y=0$

$0=-1/2x+6$

$x=12$

plot $" " (0, 6)," "(12,0)$

and draw a straight line through them

How do you graph 2x+4y=122x+4y=12 using the slope and y intercept?