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➡ Visualizing Fourier Series for Cubic Cosine - Epicycle Growth from N=6 to 10 ➡️ Follow @equationacademy for more #math #maths #mathematics #socialmedia #reelsfacebook #nonfollowers #physics #foryou #reels #algebra #calculus #circle #waves #triangle #visualization #shapes #coding #animation #ai #chatgpt #learn #study #studying #fyp #explore #fourier #education #school #college #learning | Equation Academy
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mathswithmuza on Instagram: "Fourier epicycles are a fascinating way to visualize complex mathematical ideas using rotating circles. The core idea comes from Fourier series, where any periodic function can be expressed as a sum of sine and cosine waves. Each wave corresponds to a rotating vector (or epicycle), and by linking these vectors tip to tail, we can trace out intricate shapes. These epicycles rotate at different speeds and amplitudes, with each one representing a different frequency com
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