Below are examples of similarities and differences in the topics presented by some of the mathematicians.

1. the rectangle is as straight as the square


2. the rectangle is bigger than the square

3. the circle is rounder than the triangle

4. the triangle is as pointed as the vertices of the square

5. the rhombus has its sides longer than the square

6. the scalene triangle has a side bigger than all the triangles

ANGLE

The angle can be defined as the part of the plane determined by two rays called sides that have the same point of origin called the vertex of the angle.The measure of an angle is considered as the length of the circumference arc centered at the vertex and delimited by its sides.

The acute angle is the smallest of the angles

The scalene triangle has one side larger than the other triangles.





The equilateral triangle is as sharp as the isosceles triangle.

What is a scalene triangle?

A scalene triangle is a triangle in which the three sides have different lengths. Also the angles of a scalene triangle have different measurements. Some right triangles can be a scalene triangle when the other two angles or the legs are not congruent.

what is an equilateral triangle?

In geometry, an equilateral triangle is a regular polygon, that is, of three equal sides. In traditional Euclidean geometry, equilateral triangles are also equiangular, that is, the three internal angles are equal and measure 60 °. 

What are the triangles?

It is called triangle or trine, in flat geometry, the polygon of three sides. The points common to each pair of sides are called vertices of the triangle.A triangle has three interior angles, three congruent pairs of exterior angles, three sides and three vertices among other elements

What are geometric figures?

Geometrical figures are the object of study of geometry, a branch of mathematics that is dedicated to analyzing the properties and measurements of figures in space or in
the plane. A geometric figure is a non-empty set whose elements are points​



   
                                                         

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