Answer:
y-6 = 2/3 * (x+3)
y-6 = -3/2 * (x+3)
y+2=-4(x-3).
y+2=1/4 * (x-3)
Step-by-step explanation:
11) the slope of the parallel is 2/3 and it passes through (-3,6). Use point-slope form here: y-6 = 2/3 * (x+3)
the slope of the perpendicular is -3/2. Still goes through the point though.
y-6 = -3/2 * (x+3)
12) the slope of the parallel is -4, the point is (3,-2). Point slope form is y+2=-4(x-3).
the slope of the perpendicular is 1/4, the point is (3,-2). Point slope form is therefore y+2=1/4 * (x-3)
