Complex Phase (Degrees) from Real and Imaginary Parts: -2 Real Part Real Part; -2 Imaginary Part Imaginary Part
Specific conversion page with reference context, calculator, and nearby values.
Table of Contents
-2 Real Part Real Part; -2 Imaginary Part Imaginary Part converts to
-135 deg
Use this as a quick reference for Complex Phase (Degrees) from Real and Imaginary Parts.
Value Details
Input: -2 Real Part Real Part; -2 Imaginary Part Imaginary Part
Output: -135 deg
Browse all reference values for Complex Phase (Degrees) from Real and Imaginary Parts
Complex Phase (Degrees) from Real and Imaginary Parts
Calculate complex-number phase angle in degrees using atan2(imag, real).
Calculated Result
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Frequently Asked Questions
Common questions about Complex Phase (Degrees) from Real and Imaginary Parts, formulas, and expected usage.
What does the Complex Phase (Degrees) from Real and Imaginary Parts calculator do?
It helps with finding phase angle from rectangular complex coordinates for ac and signal analysis.
What formula does the Complex Phase (Degrees) from Real and Imaginary Parts calculator use?
Phase angle (degrees) = atan2(imaginary, real) × 180 / π.
What inputs are valid?
Real and imaginary values can be any finite numbers except both zero at the same time.
When would I use this?
finding phase angle from rectangular complex coordinates for AC and signal analysis
Methodology and Review
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Use this page as a fast lookup reference, then confirm final project values using applicable standards and manufacturer documentation.