For three vectors `overset(to)(u), overset(to)(v) , overset(to)(W)` which of the folllowing expressions is not equal to any of the remaining three ?

For three vectors vecu, vec v, vecw, which of the following expression is not equal to any of the remaining three :

For three vectors, vecu, vecv and vecw which of the following expressions is not equal to any of the remaining three ?

For three vectors, vecu, vecv and vecw which of the following expressions is not equal to any of the remaining three ?

For three vectors barμ, barv, bar(omega) , which of the following is not equal to any of the remaining three

For three vectors vec u,vec v and vec w which of the following expressions is not equal to any of the remaining three ? a.vec uvec v xxvec w b.(vec v xxvec w)vec u c.vec vvec u xxvec w d.(vec u xxvec v)vec w

For three vectors vec u , vec va n d vec w which of the following expressions is not equal to any of the remaining three ? a. vec u .( vec vxx vec w) b. ( vec vxx vec w). vec u c. vec v.( vec uxx vec w) d. ( vec uxx vec v).vec w

For any three vectors overset(to)(a) , overset(to)(b) and overset(to) ( c ) , prove that vectors overset(to)(a) - overset(to)(b) , overset(to)(b) - overset(to) ( c), overset(to)(c) - overset(to)(a) are coplanar.