// multi-utility computation suite · offline · instant · precise
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│ [c] calcalyst_ │
│ computation suite │
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sci.complex-number-operations Calculator
Performs complex number arithmetic (addition, multiplication, division, powers, roots) and converts between Cartesian (a+bi) and polar (r∠θ) forms. De Moivre's theorem: (r∠θ)^n = r^n∠nθ — this enables finding all n nth roots of a complex number, equally spaced on a circle of radius r^(1/n).
Inputs
A Re
Count of items or occurrences.
B Im
Count of items or occurrences.
C Re
Count of items or occurrences.
D Im
Count of items or occurrences.
Results
|z₁| modulus
Reference formula or conversion factor shown for context.
arg(z₁) (°)
Reference formula or conversion factor shown for context.
sum z₁+z₂
The arithmetic total of all input values.
product z₁·z₂
The result of multiplying all input values together.
|z₁·z₂| = |z₁|·|z₂|
Reference formula or conversion factor shown for context.
Euler: z = r·e^(iθ)
Reference formula or conversion factor shown for context.