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Examples

  • ▬ ▬ ▬ ▬ ▬ ▬ ▬ ▬ ▬ ▬ ▬ These three are known as the pythagorean identities.

    Yahoo! Answers: Latest Questions 2010

  • The triplets of real numbers (a, b, c) which satisfy the above theorem is called pythagorean triplets.

    LearnHub Activities 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    unknown title 2009

  • Once I figure out that winning percentage, I compare it to the winning percentage the team in question has - but - when doing that I don't consider the team's actual wins, I consider the wins they should have had, their "pythagorean" wins.

    MVN 2009

Comments

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  • Pythagoras, the reputed inventor of music, heard beautiful sounds coming unexpectedly out of a blacksmith's shop. Weighing the anvils the smiths were striking, he discovered the harmonic ratios governing the perfect ('Pythagorean') consonances, as well as the whole step.
    Richard Taruskin, The Oxford History of Western Music

    November 16, 2008