Question

Y=x-1 (-6,-3) Equation for perpendicular line

Answer 1

Answer

$y= -x-9$

Step-by-step explanation:

Line passes through (-6,-3) so it's in the form $y-(-3) = m (x-(-6))$ Now you need to determine m, and, as long as two lines are perpendicular, the product of the two slopes has to be -1. $m \cdot (1) = -1 \rightarrow m = -1$. The equation becomes $y+3 = -(x+6)$ and the only thing left to do is to write it in a more pleasant way - or just leave it as is as long as you don't have to do anything with it!

Answer 2

Y+3=-1(x+6)
if i’m wrong srry <3