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in cross product the vector product is distributive that is : vector A cross (vector B + vector C) = vector A cross Vector B + vector B cross vector A.But we know that cross product is not commutative or anticommutative that is: AxB = -BxA Then how the vector product is distributive it should be zero? |
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Answer» in cross product the vector product is distributive that is : vector A cross (vector B + vector C) = vector A cross Vector B + vector B cross vector A. But we know that cross product is not commutative or anticommutative that is: AxB = -BxA Then how the vector product is distributive it should be zero? |
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