If vector a b c are three vector such that a+b+ c=0 then prove a×b=b×c= c×a=0

Question

rahul agrawal · Answer

Wrong question.. we can always assume |a|=|b|=|c| not equal to zero. & a,b,c are inclined at 120degrees. so a+b+c=0 but a×b= |a|*|b|*sin(120) is not equal to 0.

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If vector a b c are three vector such that a+b+ c=0 then prove a×b=b×c= c×a=0

If vector a b c are three vector such that a+b+ c=0 then prove a×b=b×c= c×a=0

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If vector a b c are three vector such that a+b+ c=0 then prove a×b=b×c= c×a=0

If vector a b c are three vector such that a+b+ c=0 then prove a×b=b×c= c×a=0

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