- #1
linuspauling
- 11
- 0
Given:
[tex]\vec A \cdot \vec B = non zero[/tex]
and
[tex]\theta[/tex] does not equal 0
I can't seem to prove that Vector B minus the Projection of B onto A makes the orthogonal projection of B onto A.
Can you help?
[tex]\vec A \cdot \vec B = non zero[/tex]
and
[tex]\theta[/tex] does not equal 0
I can't seem to prove that Vector B minus the Projection of B onto A makes the orthogonal projection of B onto A.
Can you help?
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