M-N Theorem and Polygons

M-N Theorem || Polygons

How many diagonals are there in a polygon of n sides?

Clssification Of Polygons On The Basis Of Numbers Of Side|What Is Diagonal?|Convex Polygons|Regular Polygons|Number Of Diagonals In A Polygon With n Side |Concave Polygons|Irregular Polygons|OMR

Clssification Of Polygons On The Basis Of Numbers Of Side|What Is Diagonal?|Number Of Diagonals In A Polygon With n Side |Convex Polygons|Concave Polygons|Regular Polygons|Irregular Polygons|OMR

r -sided polygons are formed by joining the vertices of an n -sided polygon.Find the number of polygons that can be formed,none of whose sides coincide with those of the n - sided polygon.

Discuss the applicability of Rolle's theorem of the following functions: f(x) =(x-a)^(m) (x-b)^(n), m, n in Z^(+) , in the interval [a,b]

A pyramid on an n sided polygon has ______ faces.

Write the number of diagonals of an n-sided polygon.

Number of diagonal of an n-sided polygon is__________

A regular polygon has N sides where N lt 10 . Each of its interior angles is an integer in degrees. How many such polygons are possible ?