Math, asked by mortalfarhan19, 2 months ago

A regular polygon with a minimum number of sides is constructed such that each internal angle is an obtuse angle​

Answers

Answered by mayurshirsat737
3

Answer:

hope it helps you Mark as brainlist please

Step-by-step explanation:

Correct option is

C

triangle

A polygon cannot be formed with just two lines or line segments.

Hence, a minimum number of 3 lines or line segments are required to form a polygon.

Such type of a polygon is called a triangle.

So, option C is correct.

Answered by kartavyaguptasl
0

Correct Question:

Identify the regular polygon with a minimum number of sides in a way that each internal angle is obtuse.

Answer:

The regular polygon with a minimum number of sides such that each internal angle is obtuse is found to be a regular pentagon.

Step-by-step explanation:

Regular Polygon:

If all  the edges  and interior angles of the polygons are equal,  they're  known as regular polygons. The  samples of  regular polygons are square, rhombus,  equiangular triangle , etc.

In regular polygons, not only  the edges  are congruent but angles are too.  meaning ,  they're  equiangular.

Obtuse Angle:

The definition of  obtuse angle in geometry states that "angles with measurements greater than 90 ° and less than 180 ° are called  obtuse angles." In other words, an obtuse angle is the angle between a right angle and a straight line.

Regular polygon with obtuse internal angle:

We know that the four sided regular polygon is a rhombus or a square which has a pair of acute angle or all right angles.

Thus, if we want a regular polygon with all internal angles as obtuse angles, we need to increase the number of sides.

If we consider a 5 sided regular polygon, i.e., a pentagon, if all five angles are equal they can be of 120° each, which is an obtuse angle.

#SPJ3

Similar questions