Three vectors A, B and C add up to zero. Find which is
false.
(a) (AXB) XC is not zero unless B, C are parallel.
(b) (AXB) C is not zero unless B, C are parallel.
(c) If A, B, C define a plane, (AXB) XC is in that plane
(d) (AXB) - C = |A|B|C| -→C2 = A² + B?.
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3
Answer:
I think C is an answer but I also don't no the answer I think an answer
Answered by
3
Answer:As when we will take the cross product of B and C vectors, then any vector perpendicular (say P) to both B and C. Then by taking the dot product of P and C will also be zero as the angle between them will always be 90 degrees. So, statement B is false
Explanation:
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