Question

A triangle can be cut into 6 equal parts using minimum of how many cuts

Answer 1

Answer:

3 cuts on triangle from top right and left

Answer 2

A triangle can be cut into 6 equal parts using a minimum of 3 cuts.

Given,

A triangle.

To Find,

The number of minimum cuts.

Solution,

Before solving the question, let's understand the concept of a triangle.

In a triangle, there are three sides, and the vertex of the triangle is the intersection of the two sides. Angles are formed by the intersection of two sides. It is an essential part of geometry. 

Triangles are closed two-dimensional shapes. The polygon has three sides. Each side is made up of straight lines. A vertex is the intersection of two straight lines. As a result, there are three vertex in a triangle. Vertices form angles.

Now, let's cut the triangle into 6 equal parts,

Firstly we have to cut the triangle from the center.

By cutting from the center, it will be divided into two equal parts

Then,

we have to cut a triangle from the left bottom end of the triangle

The third cut will be from the right bottom of the triangle.

A triangle can be cut into 6 equal parts using a minimum of 3 cuts.

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