Menu Close

prove-that-the-area-of-a-triangle-whose-two-sides-are-A-and-B-is-given-by-1-2-A-B-Also-find-the-direction-cosine-of-normal-to-this-area-Help-




Question Number 184656 by Mastermind last updated on 10/Jan/23
prove that the area of a triangle  whose two sides are A^−  and B^−  is  given by (1/2)∣A×B∣.  Also find the direction−cosine  of normal to this area.      Help!
provethattheareaofatrianglewhosetwosidesareAandBisgivenby12A×B.Alsofindthedirectioncosineofnormaltothisarea.Help!
Answered by TheSupreme last updated on 10/Jan/23
∣A×B∣=∣a∣∣b∣sin(θ)
A×B∣=∣a∣∣bsin(θ)
Commented by TheSupreme last updated on 10/Jan/23
direction normal  n^� =((A×B)/(∣A×B∣))
directionnormaln^=A×BA×B

Leave a Reply

Your email address will not be published. Required fields are marked *