A and B
1) Let's find the slope for that linear equation, given point (-6,2) and (-1,-4), using a formula for that like this:
Now with the slope-intercept formula let's find the linear coefficient "b", plugging one point and the slope into that formula:
y=mx+b point (-6,2)
y=mx+b
2=-6/5(-6)+b
2=36/5+b Flipping it
b=2-36/5
b=10/5-36/5
b=-26/5
2) In the options, we have to use another form for the linear equation:
y -y_0 =m(x-x_0)
So let's plug into that, using the point (-1, -4) and (-6,2)
2.1) (-1, -4)
y-(-4)=-6/5 (x-(-1))
y +4 =-6/5(x+1)
2.2) (-6, 2)
y-2=-6/5(x+6)
3) So the answer is A and B
