About 1,200,000 results
Open links in new tab
  1. Simple proofs: Archimedes’ calculation of pi « Math Scholar

    Feb 9, 2019 · With this background, we are now able to present Archimedes’ algorithm for approximating $\pi$. Consider the case of a circle with radius one (see diagram). We see that …

  2. Meet Archimedes of Syracuse, The Mathematician Who Discovered Pi

    Mar 12, 2025 · Greek mathematician Archimedes of Syracuse calculated the infinite mathematical concept pi in the 200s BCE, which we celebrate annually on March 14, or Pi Day.

  3. How Archimedes Calculated Pi: The Revolutionary Polygon …

    Nov 1, 2025 · Discover how Archimedes revolutionized mathematics with his ingenious polygon method for approximating π. Learn the historical significance of his calculations, their impact …

  4. Prehistoric Calculus: Discovering Pi – BetterExplained

    Archimedes found pi to 99.9% accuracy 2000 years ago — without decimal points or even the number zero! Even better, he devised techniques that became the foundations of calculus.

  5. Archimedes and his Pi - Math! Science! History!™

    Aug 4, 2022 · Archimedes was a noto­ri­ous­ly inge­nious sci­en­tist who found­ed many foun­da­tion­al prin­ci­ples and the­o­ries in math­e­mat­ics, astron­o­my, physics, and engi­neer­ing. The Archimedes …

  6. Here is how he did it, but using modern terminology. As you’re reading this through, remember that Archimedes did not have access to trignometric functions. He used plain geometry instead.

  7. Proposition 3 of Archimedes’ Measurement of a Circle states that π is less than 22/7 and greater than 223/71. The approximation πa ≈ 22/7 is referred to as Archimedes Approximation and is …

  8. Around 200 BCE Archimedes found a simple method for estimating the value of π. He noted that a regular polygon circumscribed around a circle would have a perimeter larger than the …

  9. Archimedes and Pi | Ex Libris - Nonagon

    Archimedes' innovation seems to be adding the circumscribing polygons and exhausting from outside as well as inside. The fact that the area of the circle = ½ r·C must have been known to …

  10. NOVA | Infinite Secrets | Approximating Pi | PBS

    This interactive feature illustrates Archimedes' basic approach to calculating pi.