Ten functions y(x) are played as pitch, f = 130.8 · 2ʸ Hz, with x advancing 2.5 units per second, so every graph is four bars of music. A kick is y = −1.6 + 5e^(−kx): a five octave jump that falls back toward 43 Hz. ⌊·⌋ snaps two sines onto steps of 7/12 of an octave, a

Name: Ten functions y(x) are played as pitch, f = 130.8 · 2ʸ Hz, with x advancing 2.5 units per second, so every graph is four bars of music. A kick is y = −1.6 + 5e^(−kx): a five octave jump that falls back toward 43 Hz. ⌊·⌋ snaps two sines onto steps of 7/12 of an octave, a
Channel: matharium
Description: Ten functions y(x) are played as pitch, f = 130.8 · 2ʸ Hz, with x advancing 2.5 units per second, so every graph is four bars of music. A kick is y = −1.6 + 5e^(−kx): a five octave jump that falls back toward 43 Hz. ⌊·⌋ snaps two sines onto steps of 7/12 of an octave, a

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Ten functions y(x) are played as pitch, f = 130.8 · 2ʸ Hz, with x advancing 2.5 units per second, so every graph is four bars of music. A kick is y = −1.6 + 5e^(−kx): a five octave jump that falls back toward 43 Hz. ⌊·⌋ snaps two sines onto steps of 7/12 of an octave, a

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