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Three vector `vec(A)`,`vec(B)`, `vec(C )` satisfy the relation `vec(A)*vec(B)=0`and `vec(A).vec(C )=0`. The vector `vec(A)` is parallel toA. `vec(B)`B. `vec(C )`C. `vec(B).vec(C )`D. `vec(B)xxvec(C )` |
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Answer» Correct Answer - D `vec(A).vec(B)=0`(given) `rArr vec(A)_|_vec(B)` `vec(A).vec(C )=0` (given) `rArr vec(A)_|_vec(C )` `vec(A)` is perpendicular to both `vec(B)` and `vec(C )`. We know from the defination of cross product that `vec(B)xxvec(C )` is perpendicular to both `vec(B)` and `vec(C )`. So `vec(A)` is parallel to `vec(B)xxvec(C )`. |
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