Examples of using Periodic function in English and their translations into Indonesian
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Ecclesiastic
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Ecclesiastic
Periodic Functions, 489.
Fourier Series Of Periodic Functions.
Periodic functions of that atomic number.
Fourier series(for periodic functions).
Periodic functions of that atomic number.
For example, this holds for many differential periodic functions.
It is a periodic function with period.
We now knowthat'the chemical properties of the elements are a periodic function of their atomic weights,'….
A periodic function repeats its values on regular intervals or“periods.”.
The Properties of elements are a periodic function of their atomic number.
Periodic Functions. Use java applet to explore periodic functions.
We then remember that is a periodic function with period.
A periodic function is a function that repeats its values on regular intervals or“periods.”.
By the Fourier theorem, the periodic function can be written as the following sum.
A periodic function is one that satisfies f(t) f(t nT), for all t and for all integers n.
Properties of elements are a periodic function of their atomic number.'.
Let our periodic function be f(t)= f(t±nT) where T is the time of one period and n is an integer number.
It states:‘Properties of elements are the periodic function of their atomic numbers'.
We will attempt to write such a function as an infinite sum,or series of simpler 2π- periodic functions.
The most familiar periodic functions are the trigonometric functions. .
The unit circle also demonstrates that sine and cosine are periodic functions, with the identities.
The RMS over all time of a periodic function is equal to the RMS of one period of the function. .
The last statement is wrong, since not every differentiable periodic function has bounded derivative.
Smaller towns offer mostly periodic function to florists such as weddings, funerals, valentine time, graduations and other festivals and occasions.
The necessary elements for the study of trigonometry are the periodic functions such as sin, cos and tan.
We now know that“the chemical properties of the elements are a periodic function of their atomic weights”(Roscoe-Schorlemmer, Complete Textbook of Chemistry), and that, therefore, their quality is determined by the quantity of their atomic weight.
The unit circle also gives an intuitive way of realizing that sine and cosine are periodic functions, with the identities.
The computation and study of Fourier series is known as harmonic analysis andis extremely useful as a way to break up an arbitrary periodic function into a set of simple terms than 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.
On the basis of this finding,he stated that‘properties of elements are a periodic function of their atomic masses'.
For the case of a shorted load(i.e. ZL= 0),the input impedance is purely imaginary and a periodic function of position and wavelength(frequency).