Examples of using Complex number in English and their translations into Russian
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Your complex number is represented in form.
It's enough to take an absolute value of a complex number.
Convert a complex number to the ordered pair.
Choose output representation form of the complex number.
Choose what power of complex number you want to find.
People also translate
Each of the subcarriers could be represented as a complex number.
The complex number, S( f), conveys both amplitude and phase of frequency f.
Choose what power of root of complex number you want to find.
A complex number is called arithmetical if its real and imaginary parts are both arithmetical.
Our online calculator lets you to find power of complex number with step by step solution.
More generally a complex number is called a period if its real and imaginary parts are periods.
Who does not understand how to get the real andimaginary parts of a complex number(expression), I can explain it in such a way.
The modulus of a complex number z= x+i y is simply the distance from the corresponding point(x, y) to the origin.
The new functions ReIm andAbsArg make it easy to convert a complex number to either its Cartesian or polar representation.
The relevant equation is expressed most clearly if the coordinates(x, y)are interpreted as a complex number z x+ iy.
As expected, to use this formula, complex number should be given in the trigonometric form.
In the 2×2 case(n=1), M will be the product of a real symplectic matrix and a complex number of absolute value 1.
This calculator allows one to convert complex number from one representation form to another with step by step solution.
The path integral assigns to all these amplitudes equal weight butvarying phase, or argument of the complex number.
Wessel's priority to the idea of a complex number as a point in the complex plane is today universally recognised.
Linear combinations combine multiplication and summation; they are sums in which each term has a multiplier,usually a real or complex number.
For example, you can convert complex number from algebraic to trigonometric representation form or from exponential back to algebraic, ect.
The sphere S3 is therefore filled with circles, one for each point of S 2, that is, for each complex number a(that we allow to be infinite).
The butterfly consists in adding two complex numbers andcalculating their difference with the subsequent multiplication by another complex number.
Let V T C P 1{\displaystyle V=T\mathbb{CP}^{1}} be the bundle of complex tangent vectors having the form a∂/∂z at each point,where a is a complex number.
The balance of risks to inflation in the medium term is influenced by a complex number of external and internal factors, with a prevalence of inflationary risks.
The reason is very simple: if a complex number z approaches 0, that is to say if its modulus tends to 0, then the modulus of the transformed number -1/z is the inverse of the modulus of z, which tends to infinity.
The Galois group of x2+ 1 consists of two elements: The identity transformation,which sends every complex number to itself, and complex conjugation, which sends+i to-i.
Each butterfly consists in adding two complex numbers andcalculating their difference with the subsequent multiplication by another complex number.
The generalized Riemann hypothesis asserts that,for every Dirichlet character χ and every complex number s with L(χ, s) 0, if s is not negative real number, then the real part of s is 1/2.