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Have you ever wondered why we are so drawn to symmetry? From patterns in nature to the most complex structures, symmetry is present everywhere. But behind this beauty lies a fundamental mathematical idea: groups. In this first video of our series on group theory, we take a formal approach to this concept that characterizes mathematics, using visualizations to bring key definitions and properties to life. We show how groups allow us to understand transformations, symmetries, and much more, connecting concepts ranging from geometry to algebra. Be curious, Be determined, Overcome the odds. Music: • Frédéric Chopin, Nocturne Op. 9 No. 2... The Acceleration Vector: • How to understand the ACCELERATION VECTOR -... Euler's Identity: • The most beautiful equation - The Euler... Velocity Vector: • How to understand the Velocity Vector in... Support this Community: Option1: https://buymeacoffee.com/merlinomatv Option2: https://www.paypal.com/donate/?hosted... #mathematics #trigonometry #university #algebra #geometry #calculus #visualization #science #education #technology #physics #music #classicalmusic #chopin #piano #matematika #mathematics #maths #physics #groups #theory #algebra