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- India
- Friday , Sep 29, 2023
- Last Published Sep 12, 2023, 6:48:32 PM

Pythagoras theorem is considered to be one of the most crucial topics of the world of mathematics because it will be very much successful in terms of explaining the relationship between the sides of the right-angled triangle. This is also known as the **Pythagoras theorem** and the proof, as well as the formula of this particular theorem, should be crystal clear in the minds of every kid so that they can have a good command over the subject of mathematics.
Basically, this particular theorem can be perfectly utilised by the people in terms of finding out the length of the unknown side of the triangle along with the angle but with the help of this particular theorem, people can also go with the option of having a clear idea about the bass, perpendicular and the hypotenuse formula.
The Pythagoras theorem will always state that in the cases of a right angle triangle the square of the hypotenuse side will always be equal to the sum of squares of the other two sides. The sides of this particular triangle have been known as perpendicular, base and hypotenuse. The hypotenuse will be the longest side in the case of a right-angle triangle and this will always be opposite to the angle of 90°. The sides of the right angle triangle will be having the positive integer values and whenever they will be squared or put into the equation of Pythagoras they will be known as Pythagorean triples.
Hence, depending upon the companies like Cuemath in this particular area is the best possible way of ensuring that people have a good command over the concept of Pythagoras along with **acute triangle** that will allow them to make data-driven decisions in real life.
It is very much important for the kids to be clear about the historical aspect of this particular theorem as well because of the practical relevance into day to day life. The very basic formula of this particular theorem has been explained as follows:

- Hypotenuse square = perpendicular square + Base square