What is the slope-intercept form of #7x + 6y = - 4#?

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1 Answer
Martha W.
Jul 16, 2017

See below

#y=(-7)/6x-2/3#

Explanation:

The slope-intercept form is #y=mx+b#

#7x+6y=−4" " #needs to be put into this form so first subtract #7x# from both sides
#7x+6y-7x=−4-7x" "#this makes the equation #6y=-7x-4#

Now divide both sides by #7" "#to make the left side #y#
#(6y)/6=(-7x-4)/6#

#y=(-7)/6x-2/3#

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