An Essay About The Greek Mathematician Pythagoras

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His theorem described that all things consisted of a number, even bodies were consisted of numbers.

His theorem also explains that units posses magnitude, he spoke of numbers as if they were the actual matter in which things were composed and he regarded unity and limit or infi ...

He generalized this from observing music, mathematics and astronomy.

He first noticed that different harmonies were made from different lengths in the ratio of whole numbers, and that this observation could be extended to different instruments.

His father Mnesarchus was a merchant and travelled a lot for business, Pythagoras also accompanied his father in various expeditions.

When Pythagoras was 18, he visited Miletus- an ancient Greek city on the western coast of Anatolia; where he met Thales– the first know Greek philosopher and scientist.Thus, we could write the following: When we consider triangles ABC and ADC we can conclude: President James A. As opposed to the other proofs, here we draw no squares, but simply use algebra to prove the theorem.Garfield used the following trapezoid to develop his proof.The later discovery that square root of 2 is irrational and, therefore cannot be expressed as a ratio of two integers, greatly troubled Pythagoras and his followers.The Pythagorean theorem states that: "The area of the square built on the hypotenuse of a right triangle is equal to the sum of the squares on the remaining two sides." Bhaskara was born in India.The way this proof works is to find the area of a trapezoid two different ways, and then equate those areas.As we can see this trapezoid consists of three right triangles.The Greek philosopher Pythagoras of Samos is responsible of great advances in the study of astronomy, mathematics and the theory of music.A tyrant ruled Samos at the time and Pythagoras fled to southern Italy at about 532 BC.Pythagoras of Samos is one of the most famous names in the history of mathematics and is recognized as the first true mathematician.Most of the information we have today on this legendary mathematician were compiled centuries after he lived and thus many are considered to be unreliable.

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