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Complex Number Calculator

Check complex arithmetic together with magnitude and angle

複素数を入力

z1 = a + bi
z2 = c + di

About Complex Number Calculator

Complex numbers are essential for mathematical phenomena that real numbers alone cannot represent: from quadratic equations with complex roots and AC circuit analysis to control systems, signal processing, and Fourier analysis.

This calculator accepts the real and imaginary parts of two complex numbers separately, instantly returning the result of your chosen arithmetic operation. It computes the magnitude (absolute value) and argument (angle) of the result, helping you connect the rectangular a+bi form to the polar representation r∠θ. Conjugate operations are included as quick checks.

What makes this tool powerful is displaying the angle in both radians and degrees, plus showing the polar form r∠θ directly. For AC circuit analysis, you can immediately verify impedance magnitude and phase angle together. For control systems, it helps with Bode plot interpretation and frequency response analysis. Perfect for university exam preparation, engineering fundamentals, and practical applications in circuit design and control theory."

How to use Complex Number Calculator

  1. Enter the real and imaginary parts of z1 = a + bi and z2 = c + di.
  2. Select an operation (add, subtract, multiply, divide, absolute value, or conjugate) and click Calculate.
  3. View the rectangular form (a+bi), polar form (r∠θ), and angles in both radians and degrees.

Benefits of Complex Number Calculator

  • Dual form display: rectangular (a+bi) and polar (r∠θ) forms side by side for complete understanding.
  • Angle in both radians and degrees: supports both pure mathematics and practical engineering calculations.
  • Complete complex operations: conjugate, absolute value, and all four arithmetic operations in one tool.
  • Live calculation: results update instantly as you adjust inputs, helping you explore complex number properties intuitively.

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