On Monday, Rema made a polygon which is in the shape of a kite. Next day she made another polygon which has $10$ times as many diagonals
of the polygon she made on Monday. How many diagonals are there in the second polygon and identify the polygon?

Aarav and Aman are given a box containing polygons. Aarav takes a hexagon with equal sides and angles while Aman takes a rectangle. Identify whether the polygons are regular or irregular.

The teacher draws a quadrilateral on the board. One student called it $ABCD$ whereas another student called it $DCBA$. Are they calling it the right way?

Ceiling of Karan's room is in the shape of a parallelogram whose one of the angle is two-thirds of its adjacent angle. Find the angles of the parallelogram.

If each exterior angle of a polygon is $15$ degree, then how many sides does the shape have?

What is the measure of each exterior angle of a regular nonagon?

If a table in a museum to keep things is as shown below.

What is the measure of each exterior angle of the table?

Allan calculates that the sum of all interior angles of his garden is $3060$ degrees. How many sides does the garden have?