R K Bansal Solutions for Chapter: Polygons, Exercise 1: EXERCISE

Is it possible to have a polygon, whose sum of interior angles is $1030°$.

If all the angles of a hexagon are equal, find the measure of each angle.

If all the angles of an octagon are equal, find the measure of each angle.

One angle of a quadrilateral is $90°$ and all other angles are equal; find each equal angle.

The angles of a quadrilateral are in the ratio $4:3:5:6$, find each angle of the quadrilateral.

If one angle of a pentagon is $120°$ and each of the remaining four angles is $x°$, find the magnitude of $x$.

The angles of a pentagon are in the ratio $5:4:5:7:6$, find each angle of the pentagon.

Two angles of a hexagon are $90°$ and $110°$. If the remaining four angles are equal, find each equal angle.