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the extrapolation of regular polygons into waveforms, 📹 mathswithmuza

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946,499 views • 1 year ago •via X (Twitter)

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The Fourier series is a way to represent any periodic function as a sum of simple sine and cosine waves. In essence, it breaks down complex signals into a combination of basic trigonometric functions, making it a powerful tool in mathematics, physics, and engineering for analyzing waveforms, heat transfer, vibrations, and more. 📹 Credit : mathswithmuza
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The Fourier series is a way to represent any periodic function as a sum of simple sine and cosine waves. In essence, it breaks down complex signals into a combination of basic trigonometric functions, making it a powerful tool in mathematics, physics, and engineering for analyzing waveforms, heat transfer, vibrations, and more. 📹 Credit : mathswithmuza

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why is there so many polygons here ? o_o
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why is there so many polygons here ? o_o

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friendly reminder to add safe triangle polygons to your menus
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"heh, how many polygons does it have 😂"
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"heh, how many polygons does it have 😂"

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