Explain that the cross product of two vectors does not obey commutative law
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The cross product of two vectors does not obey commutative law. ... The cross product of two vectors are additive inverse of each other. The cross product can be given by the formula a×b sinθn. Here, the direction of cross product is given by the right hand rule.
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The cross product of two vectors are additive inverse of each other. The thumb will show the direction of the vector. The direction of a×b is will not be same to b×a. Thus, the cross product of two vectors does not obey commutative law.
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