Fundamental Period Calculator

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We see that for to be an integer, has to divide .But since is an integer, also has to divide .Moreover, since needs to be the smallest integer satisfying the above equation, has to be the greatest common divisor of both and , i.e., , and the fundamental period can be written as

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F u n d a m en ta l F req u en cy o f C o n tin u o u s S ig n a ls T o id entify th e p eriod T , th e frequ en cy f = 1/T , or the angular frequ en cy ! = 2" f = 2" /T of a

Do you know the fundamental period of each of the two terms? If so, lets call them T s and T c.If you imagine a plot of the two terms (or of f(t)), then if you mark the two times repeatedly along the time axis you must know find the smallest time T where there is both a T s and a T c mark. Another hint may be to think of this as a problem of finding a common denominator.

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The fundamental frequency is defined as . For example, fundamental etf purveyor revenueshares weights funds based on revenue. "We take the S&P 500 or 400 or 600 and once per year, we calculate each. "Over a 10-year period, the market. every 1 s since the fundamental period is T = 1 s.