Two vectors are orthogonal if their Dot Product is zero.
In 2D space, orthogonal vectors are perpendicular.
If we draw them we can see that (a,b) and (-a,b) are perpendicular.
The dot product is
b(-a) + ab = 0
Mockingbird Academy Student
Two vectors are orthogonal if their Dot Product is zero.
In 2D space, orthogonal vectors are perpendicular.
If we draw them we can see that (a,b) and (-a,b) are perpendicular.
The dot product is
b(-a) + ab = 0