The Pythagoras theorem is considered to be one of the most important topics in the world of mathematics because this is the clear-cut way of explaining the relationship between different kinds of sides of the right-angled triangle. This particular concept is also well known across the globe as the Pythagorean Theorem because this particular concept has been given by famous mathematician Pythagoras and is directly linked with finding the length of the unknown side as well as the angle of the triangle.

As per the official statement of this particular theorem, in the cases of a right angle triangle the square of the hypotenuse side will always be equal to the sum of the square of the other two sides. The other two sides will be named the perpendicular and the base of the triangle and the hypotenuse is the longest side of the right-angled triangle and whenever it will be put into the equation of Pythagoras then it will be known as Pythagorean triples.

The formula for this particular concept has been explained as follows:

**Hypotenuse****2****= perpendicular****2****+ base****2**

The side which is opposite to the right angle or 90° is known as the longest side of the right-angled triangle because this is the hypotenuse as well. Hence, being clear on the behalf of kids is very much important for this particular thing because of the wide application in the world of mathematics.

Following are some of the most important points directly linked with the application of this particular theorem:

- It is well known across the globe to know if a particular triangle is right-angled or not.
- With the help of this particular theorem, people can calculate the length of any side if the other two sides are given
- It can be perfectly utilised in terms of finding out the diagonal of the square
- People can very easily find out the sides of the right-angle triangle with the help of this particular formula so that they never face any kind of problem.

Being clear about this particular theorem and its implementation into different kinds of questions is very much important because the examination questions are directly linked with the implementation of this particular option. Further being clear about this theorem is the best possible way of ensuring that people will be capable of finding out the distance between the observer and the point on the ground from the tower or building above which the observer is viewing the point. Hence, this theorem also has a good amount of relevance in the world of construction. Also, it is the responsibility of the kids to register themselves on platforms like cuemath.com so that they have a clear-cut idea about different **types of triangles** which will help in providing them with multiple advantages and ultimately they will score well in the exams without any kind of hassle. Hence, to become master in the world of mathematics being clear about such concepts is important.