" 1.The vector projection of a vector "3i+4i" on "y" -axis is "

The vector projection of a vector 3hat(i)+4hat(k) on y-axis is

The vector projection of a vector 3hat(i)+4hat(k) on y-axis is

The vector projection of a vector 3hat(i)+4hat(k) on y-axis is

The vector projection of a vector 3hat(i)+4hat(k) on y-axis is

The vector projection of a vector 3hat(i)+4hat(k) on y-axis is

A unit vector of modulus 2 is equally inclined to x- and y-axes at an angle pi//3 . Find the length of projection of the vector on the z-axis.

A unit vector of modulus 2 is equally inclined to x - and y -axes angle at an angle pi//3 . Find the length of projection of the vector on the z -axis.

A unit vector of modulus 2 is equally inclined to x - and y -axes angle at an angle pi//3 . Find the length of projection of the vector on the z -axis.

A unit vector of modulus 2 is equally inclined to x - and y -axes at an angle pi/3. Find the length of projection of the vector on the z - axis.

If vectors a=2hat(i)-3hat(j)+6hat(k) and vector b=-2hat(i)+2hat(j)-hat(k) , then (projection of vector a on b vectors)/(projection of vector b on a vector) is equal to