write the contributions of Pythagoras theorem to maths
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Pythagoras Theorem
H² = P² + B²
Pythagoras Theorem helps in finding sides if right angle triangle. Even it can be used in rectangle as diagnal of divides rectangle into two right angles.
It can also be used in various algebraic quations, area , sums, perimeter, etc.
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Pythagoras was a polarizing character who remains something of an enigma to historians today. But whether he was directly responsible for the discoveries accredited to him, or simply an influencer who drove others to rethink the way they viewed the cosmos around them, there can be little doubt that his contributions are something worth talking about.
This year, we'll be celebrating Pythagorean Theorem Day on August 15. However, this is not an annual event; it only occurs when the total of the squares of the first two digits is equal to the square of the last digit in a date (8² + 15² = 17²).
In this post, we'll discuss some of the achievements and theories that make Pythagoras and his followers worth following.
Pythagoras: Ideas and Life
Pythagoras was a philosopher, mystic, and mathematician who was born around 570 BCE in Samos, Ionia, in what is now Greece. He and his family emigrated from Ionia to southern Italy in about 532 BCE, establishing a secret society in Croton, where he and his disciples explored the salvation of the human soul through mathematical principles.
Preacher
The students and disciples of Pythagoras believed that every relationship was number-related, and through the study of mathematics, man could better come to understand the order of the universe and his place in it.
Because Pythagoras wrote nothing down about his own beliefs and contributions, it's hard to sort those theories and proofs that originated with the man himself from those contributed partially or wholly by his followers. There can be little doubt, however, that his ideas shaped not only the belief systems of his disciples but also reached out to touch great minds across the centuries.
The Pythagorean Theorem
Although it was used in ancient Babylon and China, the credit for proving the theorem has been given to Pythagoras and his followers. It states that the square of the hypotenuse of a right triangle is equal to the sum of the squares of its other two sides, or a^2 + b^2 = c^2. That theorem is not only the basis for trigonometry but also a way to connect geometry and algebra.
Theorem
What's more, according to Professor David Joyce of Clark University, the theorem can be expanded beyond a calculation of triangles and used in fields ranging from astronomy to construction and even social networking, making it truly a theorem with uses on a global scale!