Question 905236
Find slope of the given points and find slope of the line perpendicular;
Find the midpoint of the given points;
Use either equation form you are comfortable with and form the equation for the perpendicular line
which contains the midpoint.


{{{m[g]=(-3-(-5))/(-2-2)=2/(-4)=-1/2}}}, "given".


{{{m[g]*m=-1}}}, to ensure m is for the needed perpendicular line.


{{{(-1/2)m=-1}}}
{{{highlight_green(m=2)}}}


M:
{{{x=(-2+2)/2=highlight_green(0)}}};
{{{y=(-3-5)/2=highlight_green(-4)}}}.


You want the equation for the line with slope 2 and passing through point (0,-4).
The rest of this is not done, so that you will do it, finish.