This paper investigates whether it is reasonable to bestow credit to one person or group for the famed theorem that relates to the side lengths of any right-angled triangle, a theorem routinely referred to as the “Pythagorean Theorem”. The author investigates the first-documented occurrences of the theorem, along with its first proofs. In addition, proofs that stem from different branches of mathematics and science are analyzed in an effort to display that credit for the development of the theorem should be shared amongst its many contributors rather than crediting the whole of the theorem to one man and his supporters.MAS
summary:This article presents the following simple property of a general triangle $ABC$: Let $D$ be ...
Pythagoras ’ theorem, Euclid’s formula for the area of a triangle as one half the base times the hei...
There are around 370 proofs for the Pythagorean theorem. In this paper Pi of the circle demarcates a...
Explains the concept of a right angled triangle and introduces pythagoras theorem
This paper provides a new proof of the Pythagoras Theorem on right-angled triangles via two new lemm...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
AbstractThis paper traces briefly the discovery of the Pythagorean theorem and the contradictory vie...
The Pythagorean numbers play a significant role in the theory of higher arithmetic as they come in t...
noneThe Pythagorean theorem states that in a right triangle, the square of the length of the hypoten...
A famous theorem in Euclidean geometry often attributed to the Greek thinker Pythagoras of Samos (6t...
Abstract. We give a brief historical overview of the famous Pythagoras ’ theorem and Pythagoras. We ...
Who was Pythagoras after which the Pythagorean Theorem is named? Pythagoras was born between 580-572...
Pythagoras is one of the mathematicians who developed the basic theories of mathematics. One of his ...
In the ?rst section of this opening chapter we review two different proofs of the PythagoreanTheorem...
Pythagorean theorem has been known for the last 2500 years. Till now this is the only theorem availa...
summary:This article presents the following simple property of a general triangle $ABC$: Let $D$ be ...
Pythagoras ’ theorem, Euclid’s formula for the area of a triangle as one half the base times the hei...
There are around 370 proofs for the Pythagorean theorem. In this paper Pi of the circle demarcates a...
Explains the concept of a right angled triangle and introduces pythagoras theorem
This paper provides a new proof of the Pythagoras Theorem on right-angled triangles via two new lemm...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
AbstractThis paper traces briefly the discovery of the Pythagorean theorem and the contradictory vie...
The Pythagorean numbers play a significant role in the theory of higher arithmetic as they come in t...
noneThe Pythagorean theorem states that in a right triangle, the square of the length of the hypoten...
A famous theorem in Euclidean geometry often attributed to the Greek thinker Pythagoras of Samos (6t...
Abstract. We give a brief historical overview of the famous Pythagoras ’ theorem and Pythagoras. We ...
Who was Pythagoras after which the Pythagorean Theorem is named? Pythagoras was born between 580-572...
Pythagoras is one of the mathematicians who developed the basic theories of mathematics. One of his ...
In the ?rst section of this opening chapter we review two different proofs of the PythagoreanTheorem...
Pythagorean theorem has been known for the last 2500 years. Till now this is the only theorem availa...
summary:This article presents the following simple property of a general triangle $ABC$: Let $D$ be ...
Pythagoras ’ theorem, Euclid’s formula for the area of a triangle as one half the base times the hei...
There are around 370 proofs for the Pythagorean theorem. In this paper Pi of the circle demarcates a...