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Prove that `vecA.(vecAxxvecB)=0` |
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Answer» `vecA(vecAxxvecB)=0`(claim) As `vecAxxvecB=AB sin theta hatn `is a vector which is perpendicular to the place containing `vecA and vecB ` this implies that it is also perpendicular to `vecA`. As dot product of two perpendicular vector is zero. `vecA.(vecAxxvecB)=0` |
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