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10 cards from this deck
Every non-zero polynomial has at least one complex root.
Expressing a polynomial as a product of simpler factors.
It calculates n-th roots of complex numbers using polar form.
Graphically representing complex numbers in 2D.
Solutions are z = i and z = -i using the quadratic formula.
Roots are z = 1, ω, ω² (cube roots of unity).
z^n = r^n (cos nθ + i sin nθ).
Complex numbers as points in a two-dimensional plane.
It helps break equations into solvable elements.
They provide a complete view of polynomial equations.
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