A point (5, -3) is first reflected in x-axis and the resulting point is reflected in origin. Write the co-ordinates of the final point.

The point P(-5, 15) is reflected in origin to point Q. And point Q is then rotated through 90° about origin in the clockwise direction to get point R. Write the co-ordinates of points Q and R.

Draw a parallelogram ABCD with AD = BC and ∠B = 60°. If possible draw its line(s) of symmetry.

Draw a kite shaped figure ABCD in which AB = BC = 8 cm, AD = CD = 5 cm and angle ∠B = 60°. Draw its line(s) of symmetry.