In this paper the Pythagorean theorem is developed from a constructive exercise with scissors on circles, instead of traditional squares. This approach with circles, naturally involves symmetry and is expected to be easier to remember compared to many traditional proofs
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
International audienceThis paper refers to the Pythagorean theorem and the use of physical artifacts...
Show Pythagorean MeansThe Pythagorean means of and are the arithmetic mean , the geometric mean A=...
Pythagoras theorem has been a perennially interesting topic among mathematicians – both young and ol...
This paper investigates whether it is reasonable to bestow credit to one person or group for the fam...
Can unfolding a paper boat reveal a proof of Pythagoras’ theorem? Does making a square within a squa...
noneThe top two sliders choose lengths of the legs of the right triangle. The third slider converts...
Explains the concept of a right angled triangle and introduces pythagoras theorem
Maths problem: Pythagoras's Theorem. When using Pythagoras’s Theorem, students often muddle up calcu...
Existen múltiples maneras de demostrar el teorema de Pitágoras. Nosotros hemos elegido una que consi...
In the first part of this article, we introduced three alternative geometrical toolkits: (a) the str...
The ancient Greeks were the first to explore ruler and compass constructions, and Euclid was the fir...
This study concerns a teaching design with the purpose to facilitate the students’ objectification o...
The resource presents a demonstration of Phytagoras' Theorem using deformation in parallelograms, of...
This theoretical paper presents some dimensions considered in the literature to analyze proof in the...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
International audienceThis paper refers to the Pythagorean theorem and the use of physical artifacts...
Show Pythagorean MeansThe Pythagorean means of and are the arithmetic mean , the geometric mean A=...
Pythagoras theorem has been a perennially interesting topic among mathematicians – both young and ol...
This paper investigates whether it is reasonable to bestow credit to one person or group for the fam...
Can unfolding a paper boat reveal a proof of Pythagoras’ theorem? Does making a square within a squa...
noneThe top two sliders choose lengths of the legs of the right triangle. The third slider converts...
Explains the concept of a right angled triangle and introduces pythagoras theorem
Maths problem: Pythagoras's Theorem. When using Pythagoras’s Theorem, students often muddle up calcu...
Existen múltiples maneras de demostrar el teorema de Pitágoras. Nosotros hemos elegido una que consi...
In the first part of this article, we introduced three alternative geometrical toolkits: (a) the str...
The ancient Greeks were the first to explore ruler and compass constructions, and Euclid was the fir...
This study concerns a teaching design with the purpose to facilitate the students’ objectification o...
The resource presents a demonstration of Phytagoras' Theorem using deformation in parallelograms, of...
This theoretical paper presents some dimensions considered in the literature to analyze proof in the...
The Pythagorean Theorem relates the sides of a right triangle. The Law of Cosines is a generalizatio...
International audienceThis paper refers to the Pythagorean theorem and the use of physical artifacts...
Show Pythagorean MeansThe Pythagorean means of and are the arithmetic mean , the geometric mean A=...