Home
Class 14
MATHS
[" 170.The internal angles of a polygon ...

[" 170.The internal angles of a polygon are in AP.The "],[" smallest angle is "120^(@)" and the common difference is "],[5^(@)." Find the number of sides of the polygon and the "],[" sum of internal angles."]

Promotional Banner

Similar Questions

Explore conceptually related problems

The interior angles of a polygon are in A.P.the smallest angle is 120^(@) and the common difference is 5^(0). Find the number of sides of the polygon.

The interior angles of a polygon are in A.P.The smallest angle is 120^@ , and the common difference is 5^@ .Find the number of sides of the polygon.

The interior angles of a polygon are in AP. The smalllest angle is 52^(@) and the common difference is 8^(@) . Find the number of sides of the polygon.

The interior angles of a polygon are in AP. The smallest angle is 120^(@) and the common difference is 5^(@) . The number of sides of the polygon is :

The interior angles of a polygon are in A.P .The smallest angle is 120^(@) and common difference is 5^(@) . Find the number of the polygon.

The interior angles of a polygon are in A.P. the smallest angle is 120^0 and the common difference is 5^0dot Find the number of sides of the polygon.

Interior angle of polygon are in A.P.If the smallest angle is 120^(@) and the common difference is 5^(@), find the number of sides of polygon.

The interior angles of a polygon are in arithmetic progression.The smallest angle is 120^(@) and the common difference is 5^(@) Find the number of sides of the polygon

The interior angle of a convex polygon are in AP. The smallest angle is (2 pi)/(3) and the common difference is 5^(@) . Then, the number of sides of the polygon are