Tag: math education
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Every Dark Scandal in Math
The Murder of Hypatia The Nobel Affair The Burning of the Library of Alexandria The MIT Card Counters in Las Vegas The Air Force Cheating Scandal André Bloch’s Murders P versus NP Alan Turing Newton and Leibniz’s Calculus Wars The Drowning of Hippasus Galois’s Duel and Death The Eudaemons Cardano versus read more
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Every Infinity Paradox Explained
Hilbert’s Hotel Cantor’s Diagonal Argument Thompson’s Lamp Gabriel’s Horn The Ross-Littlewood Paradox The Dartboard Paradox The St. Petersburg Paradox The Riemann Series Theorem Hilbert’s Hotel Hilbert’s Hotel is a thought experiment proposed by German mathematician David Hilbert in 1925. It involves a hotel with an infinite sequence of rooms: 1, 2, read more
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Every Blunder of Einstein
The Cosmological Constant and the Static Universe Black Holes and Singularities Clock Synchronization Gravitational Waves The Unified Theory of Everything The Equivalence Principle The Bending of Light Thermal Radiation and Quanta of Light The Einstein-de Haas Experiment Quantum Mechanics The Cosmological Constant and the Static Universe Cosmological constant. Public domain, via read more
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Every Equation in Math and Physics You Need to Know
Every Crucial Equation in Math and Physics Seventeen Equations That Built the Modern World The Pythagorean Theorem Logarithms Calculus The Law of Gravity The Square Root of −1 Euler’s Polyhedra Formula The Fourier Transform The Wave Equation Maxwell’s Equations The Second Law of Thermodynamics The Normal Distribution Relativity The Schrödinger Equation read more
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The First Irrational Number – Square Root of 2 Explained
√2 is a fundamental mathematical constant also known as Pythagoras’s constant. It represents the length of the diagonal of a square with side length 1: √2 ≈ 1.41421… This special number was first studied in depth by the ancient Greek mathematician Pythagoras and his followers. Why Is √2 Important? Where Else read more
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γ, the Euler–Mascheroni Constant Explained
The Euler–Mascheroni constant, denoted by γ (gamma), is approximately equal to: γ ≈ 0.57721… This constant appears in various areas of mathematics, especially in number theory and analysis. It is defined as the limiting difference between the harmonic series and the natural logarithm: γ = lim(n→∞) (1 + 1/2 + 1/3 + … + 1/n read more
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Every Weird Math Paradox Explained – Part 2
Simpson’s Paradox The Monty Hall Problem The Sleeping Beauty Problem Cantor’s Paradox The Ant on a Stretching Rope Berry’s Paradox The Absent-Minded Driver Hooper’s Paradox Bertrand’s Paradox Simpson’s Paradox Simpson’s Paradox is often presented as a compelling demonstration of why we need statistics education in our schools. It was first noted read more
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Why √3 Is One of Math’s Most Useful Numbers
Theodorus’s constant refers to √3, which was studied by the ancient Greek mathematician Theodorus of Cyrene. Theodorus proved that the square roots of numbers that are not perfect squares, such as √3, are irrational numbers. √3 ≈ 1.73205… Its decimal representation extends infinitely without repeating. read more
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Every Unsolved Math problem that sounds Easy
The Kissing Number Problem The Goldbach Conjecture The Collatz Conjecture The Twin Prime Conjecture The Unknotting Problem The Enigma of π + e The Birch and Swinnerton-Dyer Conjecture The Riemann Hypothesis The Lonely Runner Conjecture Is γ Rational? The Kissing Number Problem A broad category of problems in math are called read more
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Greatest Physicists and their Contributions
Galileo Galilei Isaac Newton Michael Faraday James Clerk Maxwell Ludwig Boltzmann J.J. Thomson Max Planck Marie Curie Ernest Rutherford Albert Einstein Niels Bohr Paul Dirac Richard Feynman Galileo Galilei Born in Pisa, Galileo initially trained as a doctor, studying medicine at the University of Pisa. He shifted to mathematics but left read more
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