Using the point slope form y-ybase1 =m(x-xbase1), write an equation for the line 1. with slope -2, containing the point (3,4) 2. containing the points (1,-3) and (-5,2) 3. with slope 0, containing the point (4,2) 4. perpendicular to the line in prob. #1, containing the point (3,4)

Question

Using the point slope form y-ybase1 =m(x-xbase1), write an equation for the line 1. with slope -2, containing the point (3,4)  2. containing the points (1,-3) and (-5,2)  3. with slope 0, containing the point (4,2)  4. perpendicular to the line in prob. #1, containing the point (3,4)

anonymous · Answer

$$y-y_1=m(x-x_1)$$

anonymous · Answer

1) 
put in formula
$$y-4=-2(x-3)$$
distribute

$$y-4=-2x+6$$
add 4
$$y=-2x+10$$

anonymous · Answer

2) slope is 
$$m=\frac{-3-2}{1+5}=\frac{-5}{6}$$ now repeat steps above