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БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ Еще кое-что любопытное. #февраль. 52заметки
БЕЗ НАЗВАНИЯ Еще кое-что любопытное. проба. проба БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. БЕЗ НАЗВАНИЯ The Fourier series. Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. 1,5 млн оценок 277 тыс. оценок ДЛЯ ЭТОГО И СОЗДАНО ПРИЛОЖЕНИЕ. Звучит заманчиво Нет, не хочу БЕЗ НАЗВАНИЯ* Посты
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Used in Physics, a Fourier series is a way to represent wave-like functions as the sum of simple sine waves. the fourier series breaks down any periodic function into the sum of an infinite set of simple oscillating functions of sines and cosines. > “A Fourier series is an expansion of a periodic function in > terms of an infinite sum of sines and cosines. Fourier series make > use of the orthogonality relationships of the sine and cosine > functions. The computation and study of Fourier series is known as > harmonic analysis and is extremely useful as a way to break up an > _arbitrary_ periodic function into a set of simple terms that can be > plugged in, solved individually, and then recombined to obtain the > solution to the original problem or an approximation to it to > whatever accuracy is desired or practical.“ - wolfram alphaslavasl
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