Points (-8,22) and (3,0) We start with this equation: y = mx + b where m = slope
Y2 = 0 Y1=22
X2 = 3 X1 = -8
Slope = (Y2 -Y1) ÷ (X2 -X1) Slope = (0 -22) ÷ (3 - -8) Slope = -22 / 11 Slope = -2 We input the slope into y = mx + band we gety = -2x +b Inputting one of the points (-8, 22) into the equation: 22 = -2*-8 +bb= 6 y = -2x +6
