Answer:
y = -(2/3)*x - 11
Explanation:
To convert a point-slop equation into a linear function, there are certain steps which have to be followed. The primary aim is to make y the subject of the equation. By making sure that y is on the left hand side of the equation and x is on the right hand side of the equation, our goal will be achieved. To do that, first of all do the cross multiplication. This will result in:
3(y+7) = -2(x+6).
Further simplification results in:
3y + 21 = -2x - 12.
Keeping the expression of y on the left hand side and moving the constant on the right hand side gives:
3y = -2x - 33.
Leaving y alone on the left hand side gives:
y = -(2/3)*x - 33/3.
Therefore, y = -(2/3)*x - 11!!!