Question 125966


{{{7x+7y=14}}} Start with the given equation



{{{7y=14-7x}}}  Subtract {{{7 x}}} from both sides



{{{7y=-7x+14}}} Rearrange the equation



{{{y=(-7x+14)/(7)}}} Divide both sides by {{{7}}}



{{{y=(-7/7)x+(14)/(7)}}} Break up the fraction



{{{y=-x+2}}} Reduce




So the equation is now in slope-intercept form ({{{y=mx+b}}}) where the slope is {{{m=-1}}} and the y-intercept is {{{b=2}}}