Solve the equation for y: 4x + 3y = -12
y=1/3*(-12-4x)
If you need to solve for y, the idea is to separate y in one side and all other terms in the other side! That is accomplished as follows: \[\Large \bf\color{#F29ECF} {4x + 3y = -12}\] send \(4x\) to the other side to be with \(-12\), or subtract \(4x\) from both sides: \[\Large \bf\color{#CCADD6} {4x -4x+ 3y = -12-4x}\] SIMPLIFY:: \[\Large \bf\color{#B2B8DB} {3y = -4x-12}\] Divide both sides be 3 to get the coefficient of \(y\) unity: \[\Large \bf\color{#8CC7E3} {\frac{ 3y }{ 3 } = \frac{ -4x-12 }{ 3 }}\] SIMPLIFY:: \[\Large \bf\color{#73D1E8} {y= -\frac{ 4}{ 3 }x-\frac{ 12 }{ 3 }}\] \[\Huge \bf\color{#4DE0F0} {y= -\frac{ 4}{ 3 }x-4}\] That is the from of the slope-intercept of a line (solved for y) I hope I helped you.
You first need to get the y alone .
4x + 3y = -12 3y = -12 - 4x Y= (-12-4x )/3
Now just finish it off . :)
Thanks, that really helped
@studybuddy26
Your welcome
Thank you for the medal, @princeharryyy and @narissa! I appreciate!
:)
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