The value of `(vec(A)+vec(B))xx(vec(A)-vec(B))` is

If vec(A) = 2hati +3 hatj +hatk and vec(B) = 3hati + 2hatj + 4hatk , then find the value of (vec(A) +vec(B)) xx (vec(A) - vec(B))

Two vectors vec(A) and vec(B) have magnitudes 2 and 2sqrt(2) respectively. It is found that vec(A).vec(B) = |vec(A) xx vec(B)| , then the value of |(vec(A)+vec(B))/(vec(A)-vec(B))| will be :

What is the value of (vec(A) + vec(B)) .(vec(A) xx vec(B)) ?

What is the value of (vec(A) + vec(B)) .(vec(A) xx vec(B)) ?

Find the value of (vec(a) + vec(b)) xx (vec(a) - vec(b)) =

If vec A = 2 hat i + 3 hat j + hat k and vec B = 3 hat i + 2 hat j + 4 hat k , then find the value of (vec A+vec B)xx(vec A-vec B) .

Prove that ( vec(A) + vec(B)) xx ( vec(A) - vec(B)) = 2 (vec(B) xx vec(A))

If |vec(A)| = 4N, |vec(B)| = 3N the value of |vec(A) xx vec(B)|^(2) + |vec(A).vec(B)|^(2) =

If |vec(A)| = 4N, |vec(B)| = 3N the value of |vec(A) xx vec(B)|^(2) + |vec(A).vec(B)|^(2) =