The cross product of two vectors A and B is zero if
A
A is a null vector and B a proper vector
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B
A is a proper vector and B is a null vector
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C
A and B are both null vectors
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D
A and B are proper vectors parallel to each other
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Solution
The correct options are A A is a null vector and B a proper vector B A is a proper vector and B is a null vector
C A and B are both null vectors D A and B are proper vectors parallel to each other →A×→B=ABsinθ=0 if A=0 or B=0 or θ=0∘. Hence all the four choices are correct.