Let the vectors `veca and vecb` be such that `|veca|=3and|vecb|=sqrt2/3"then|" vecaxxvecb`is a unit vector. If the angle between `veca and vecb` is ?

Let the vectors veca and vecb be such that |veca|=3 and |vecb|=(sqrt2)/3 , then vecaxxvecb is a unit vector if the angle between veca and vecb is :

Let the vectors veca and vecb be such that |veca|=3 and |vecb|=(sqrt2)/3 , then vecaxxvecb is a unit vector if the angle between veca and vecb is :

Let the vectors veca and vecb be such that |veca| = 3 and |vecb| = sqrt2/3 , then vecaxxvecb is a unit vector, if the angle between veca and vecb is:

Let the vectors vecaandvecb be such that |veca|=3and|vecb|=(sqrt(2))/(3) , then vecaxxvecb is a unit vector , if the angle between vecaandvecb is

Let the vectors vecaandvecb be such that |veca|=3and|vecb|=(sqrt(2))/(3) , then vecaxxvecb is a unit vector , if the angle between vecaandvecb is

Let the vectors veca"and"vecb be such that |veca|=3"and"|vecb|=sqrt2/3 ,then vecaxxvecb is a unit vector, if the angle between veca"and"vecb is : a) pi/6 b) pi/4 c) pi/3 d) pi/2

The angle between the vectors veca and vecb such that |veca|=|vecb|=sqrt2 and veca*vecb=1 is :