Basic Terms And Position Of Coordinate System In Coordinate System

Rectangular Coordinate System

Coordinate system & Polar System

Parabola -: Basic Problems and Position OF point and Parametric Coordinates

A point (2,2) undergoes reflection in the x . axis and then the coordinate axe are rotated through an angle of (pi)/(4) in anticlockwise direction.The final position of the point in the new coordinate system is

You are supplied with three identical rods of same length and mass. If the length of each rod is 2pi . Two of them are converted into rings and then placed over the third rod as shown in figure. If point A is considered as origin of the coordinate system the coordinate of the center of mass will be (you may assume AB as x-axis of the coordinate system).

Will the displacement of an object change on shifting the position of origin of the coordinate 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 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

If origin (0, 0) shifted to (–3, 4), what will be the coordinates of the point in the new position of axes (i.e., new coordinates system) which is represented by (4, 2) in the old position of axes (i.e., old coordinate system)?