Category:Examples of Complex Algebra
Jump to navigation
Jump to search
This category contains examples of Complex Algebra.
Complex algebra is the branch of algebra which specifically involves complex arithmetic.
Thus it is the branch of mathematics which studies the techniques of manipulation of expressions in the domain of complex numbers.
Pages in category "Examples of Complex Algebra"
The following 21 pages are in this category, out of 21 total.
C
- Complex Algebra/Examples
- Complex Algebra/Examples/(1+z)^5 = (1-z)^5
- Complex Algebra/Examples/(2+i)z + i = 3
- Complex Algebra/Examples/(z-1) (z-i)^-1 = 2 over 3
- Complex Algebra/Examples/(z-1)^6 + (z+1)^6 = 0
- Complex Algebra/Examples/(z1 + z2) + z3
- Complex Algebra/Examples/1 2 z2 + 5 3 z1
- Complex Algebra/Examples/1 3 z2 - 3 4 z1 + 2 3 z3
- Complex Algebra/Examples/2x - 3iy + 4ix - 2y - 5 - 10i = (x + y + 2) - (y - x + 3)i
- Complex Algebra/Examples/2z1 + z3
- Complex Algebra/Examples/3x + 2iy - ix + 5y = 7 + 5i
- Complex Algebra/Examples/3z1 - 2z2
- Complex Algebra/Examples/3z1 - 2z2 + 5z3
- Complex Algebra/Examples/z1 + (z2 + z3)
- Complex Algebra/Examples/z^2 (1 - z^2) = 16
- Complex Algebra/Examples/z^2 (1 - z^2) = 16/Proof 1
- Complex Algebra/Examples/z^2 (1 - z^2) = 16/Proof 2
- Complex Algebra/Examples/z^4 - 3z^2 + 1 = 0
- Complex Algebra/Examples/z^5 + 1
- Complex Algebra/Examples/z^6 + z^3 + 1
- Complex Algebra/Examples/z^8 + 1