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How many diagonals are there in a polygon with n sides.

The interior angles of a convex polygon are in A.P. The smallest angle is \[{120^ \circ }\] and the common difference is \[{5^ \circ }\] . The number of sides is

A. \[7\]

B. \[16\]

C. \[9\]

D. \[9\] or \[16\] both values being permissible

A. \[7\]

B. \[16\]

C. \[9\]

D. \[9\] or \[16\] both values being permissible

The line segment forming a polygon are called its

A. Angle

B. Sides

C. Curve

D. Vertices

A. Angle

B. Sides

C. Curve

D. Vertices

What regular polygons can result when a cube is cut by a plane?

A regular polygon has $21$ sides. Find the size of each interior angle?

Work out the sizes of one interior angle of a regular polygon 15-sided polygon?

Is there a 20 sided shape?

How many diagonals are there in a decagon?

What is the sum of all the angles of a Hexagon?

What does polygon mean in mathematics?

What is the formula to find the area of a regular dodecagon?

Is there a $ 9 $ sided shape?

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