Complex_jonah_test 1.0.2
See the version list below for details.
dotnet add package Complex_jonah_test --version 1.0.2
NuGet\Install-Package Complex_jonah_test -Version 1.0.2
<PackageReference Include="Complex_jonah_test" Version="1.0.2" />
paket add Complex_jonah_test --version 1.0.2
#r "nuget: Complex_jonah_test, 1.0.2"
// Install Complex_jonah_test as a Cake Addin #addin nuget:?package=Complex_jonah_test&version=1.0.2 // Install Complex_jonah_test as a Cake Tool #tool nuget:?package=Complex_jonah_test&version=1.0.2
Complex numbers
Disclaimer: I'm a first year student, and i have no idea what i'm doing. In addition, the variables are named with a mix of French and English language.
The namespace is "Complex" and the class is "Complex"
if you want to define an object variable you type:
Complex.Complex z = new Complex.Complex();
Update
Add Modulus method.
Fix argument to return all results instead of limited ones.
How to use
Constructors
use the "Complex()" or "Complex(double x,double y)" to define an object (Complex) variable.
Example
Complex z = new Complex(); // real_number=0 and imaginary_number = 0
or
Complex z = new Complex(5,1.5); //real_number = 5 and imaginary_number=1.5
Return the real or the imaginary number
the class stores these 2 numbers as attributes.
Complex z = new Complex(5,1.5);
Console.WriteLine($"{z.reel} , {z.imaginaire}i");
/*Output
5 , 1.5i */
Converting to string
the class overrides ToString() method, this means you can print the object or convert it into a string without special code.
Complex z = new Complex(1,1);
Complex z1 = new Complex(1,-2);
Console.WriteLine(z);
Console.WriteLine(z1);
/*Output:
1+1i
1-2i */
Algebraic operations
Basic "z+z1+..." will return the sum of 2/multiple Complex objects in a Complex type. You can add (+), subtract(-), multiply(*), divide (/), turn value negative (-z).
Complex z = new Complex(1,1);
Complex z1 = new Complex(1,-2);
Console.WriteLine(z+z1);
/*Output:
2-1i */
Modulus method (z.Modulus() )
Using Pythagoras theorem, we can return the distance to the origin of the point representing the complex number in the complex plane.
Complex z = new Complex(1,0);
Console.WriteLine(z.Modulus());
/*Output
1 */
Argument method (z.Arg(string x="rad") )
using Math.Atan() to discover the argument. the method takes 2 string inputs: "rad" to return a radiant unit (Default). "deg" to return a degree unit. typing any other string will throw an ArgumentException().
Complex z = new Complex(1,1);
Complex z1 = new Complex(2,5);
Console.WriteLine(z.Arg("deg"));
Console.WriteLine(z1.Arg());
/*Output
45
1.1902899496825317 */
Product | Versions Compatible and additional computed target framework versions. |
---|---|
.NET | net5.0 is compatible. net5.0-windows was computed. net6.0 was computed. net6.0-android was computed. net6.0-ios was computed. net6.0-maccatalyst was computed. net6.0-macos was computed. net6.0-tvos was computed. net6.0-windows was computed. net7.0 was computed. net7.0-android was computed. net7.0-ios was computed. net7.0-maccatalyst was computed. net7.0-macos was computed. net7.0-tvos was computed. net7.0-windows was computed. net8.0 was computed. net8.0-android was computed. net8.0-browser was computed. net8.0-ios was computed. net8.0-maccatalyst was computed. net8.0-macos was computed. net8.0-tvos was computed. net8.0-windows was computed. |
-
net5.0
- No dependencies.
NuGet packages
This package is not used by any NuGet packages.
GitHub repositories
This package is not used by any popular GitHub repositories.
Add Modulus method. Fix argument to return all results instead of limited ones.