Question

Is it a convex polygon??? Justify your answer..​

Answer 1

$\sf \pink{Yes,\ the\ given\ polygon\ (kite)\ is\ a\ convex\ polygon\ as\ all\ the\ diagonals\ meet\ inside\ the\ figure.}$

Convex polygon:

Convex polygons are those polygons in which all the diagonals meet inside the figure.

For example: Rectangle, square, parallelogram, kite, etc.

Concave polygon:

Concave polygons are those polygons in which atleast one of the diagonals lies outside the figure.

For example: Star.

Polygon:

A polygon is a closed curve entirely made up of line segments such that:

• No two lines segments intersect each other.
• No two line segments with a common end points are coincident.

Regular polygon:

A regular polygon is a polygon in which all the sides and angles are equal.

$\boxed {\sf {\green{Therefore,\ a\ regular\ polygon\ is\ equiangular\ and\ equilateral. }}}$

Irregular polygon:

In an irregular polygon, all the sides and angles are not equal, that is they are different.

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