A vector `a` has components ` a_1,a_2,a_3` in a right handed rectangular cartesian coordinate system `OXYZ` the coordinate axis is rotated about `z` axis through an angle `pi/2`. The components of `a` in the new system

A vector a has components a_1,a_2,a_3 in a right handed rectangular cartesian coordinate system OX,OY,OZ the coordinate axis is rotated about z axis through an angle pi/2 . The components of a in the new system

A vector has component A_(1),A_(2) and A_(3) in a right -handed rectangular Cartesian coordinate system OXY Z .The coordinate system is rotated about the x-axis through an angel pi/2. Find the component of A in the new coordinate system in terms of A_(1),A_(2), and A_(3).

A vector has component A_1, A_2a n dA_3 in a right -handed rectangular Cartesian coordinate system O X Y Zdot The coordinate system is rotated about the x-axis through an angel pi//2 . Find the component of A in the new coordinate system in terms of A_1, A_2, a n dA_3dot

A vector has component A_1, A_2a n dA_3 in a right -handed rectangular Cartesian coordinate system O X Y Zdot The coordinate system is rotated about the x-axis through an angel pi//2 . Find the component of A in the new coordinate system in terms of A_1, A_2, a n dA_3dot

A vector has component A_1, A_2a n dA_3 in a right -handed rectangular Cartesian coordinate system O X Y Zdot The coordinate system is rotated about the x-axis through an angel pi//2 . Find the component of A in the new coordinate system in terms of A_1, A_2, a n dA_3dot

A vector A has components A_(1),A_(2),A_(3) in a right - handed rectangular Cartesian coordinate system Ox,Oy,Oz .The coordinate system is rotated about the z-axis through an angle ((pi)/(2)) .The components of A in the new coordinate system are

A vector bar(a) has components a_(1), a_(2), a_(3) in the right handed system OXYZ. If the coordinate system is rotated about z-axis through an angle pi//2 , the component of bar(a) in the new system are