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

Let vecu,vecv,vecw be such that |vecu|=1,|vecv|=2,|vecw|3 . If the projection of vecv along vecu is equal to that of vecw along vecv,vecw are perpendicular to each other then |vecu-vecv+vecw| equals (A) 2 (B) sqrt(7) (C) sqrt(14) (D) 14

Let vecu,vecv,vecw be such that |vecu|=1,|vecv|=2,|vecw|3 . If the projection of vecv along vecu is equal to that of vecw along vecv,vecw are perpendicular to each other then |vecu-vecv+vecw| equals (A) 2 (B) sqrt(7) (C) sqrt(14) (D) 14

Let vecu, vecv and vecw be such that |vecu|=1,|vecv|=2 and |vecw|=3 if the projection of vecv " along " vecu is equal to that of vecw along vecu and vectors vecv and vecw are perpendicular to each other then |vecu-vecv + vecw| equals