Let vec(A) = (hat(i) + hat(j)) and, vec(B) = (2hat(i) - hat(j)). The magnitude of a coplanar vector vec(C) such that vec(A)vec(C) = vec(B)vec(C) = vec(A)vec(B), is given by :

Let vec(A) = (hat(i) + hat(j)) and, vec(B) = (2hat(i) - hat(j)). The m

1.	Let vec(A) = (hat(i) + hat(j)) and, vec(B) = (2hat(i) - hat(j)). The magnitude of a coplanar vector vec(C) such that vec(A)vec(C) = vec(B)vec(C) = vec(A)vec(B), is given by :
Answer» `sqrt((10)/(9))` `sqrt((5)/(9))` `sqrt((20)/(9))` `sqrt((9)/(12))` Answer :B