Real Part from Magnitude and Phase (Degrees): 2 Magnitude Magnitude; 0 deg Phase Angle (Degrees)

Specific conversion page with reference context, calculator, and nearby values.

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Dr. Amara Osei

Math editorial contributor

Ghanaian computational linguist with a PhD from MIT, specializing in NLP for low-resource African languages

Reviewed by

Dr. Isabella Rossi

Math content reviewer

Italian neuroscientist at Sapienza University of Rome, studying the neural mechanisms of bilingual language processing

Last updatedFebruary 22, 2026

PublishedFebruary 22, 2026

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2 Magnitude Magnitude; 0 deg Phase Angle (Degrees) converts to

2 Real Part

Use this as a quick reference for Real Part from Magnitude and Phase (Degrees).

Value Details

Input: 2 Magnitude Magnitude; 0 deg Phase Angle (Degrees)

Output: 2 Real Part

Browse all reference values for Real Part from Magnitude and Phase (Degrees)

Real Part from Magnitude and Phase (Degrees)

Calculate the real component of a complex number from magnitude and phase angle in degrees.

Calculated Result

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Nearby Reference Values

Real Part from Magnitude and Phase (Degrees) values near 2 Magnitude Magnitude; 0 deg Phase Angle (Degrees)
Scenario	Real Part
1 Magnitude Magnitude; 120 deg Phase Angle (Degrees)	-0.5 Real Part
1 Magnitude Magnitude; 150 deg Phase Angle (Degrees)	-0.866025 Real Part
1 Magnitude Magnitude; 180 deg Phase Angle (Degrees)	-1 Real Part
2 Magnitude Magnitude; -180 deg Phase Angle (Degrees)	-2 Real Part
2 Magnitude Magnitude; -150 deg Phase Angle (Degrees)	-1.732051 Real Part
2 Magnitude Magnitude; -120 deg Phase Angle (Degrees)	-1 Real Part
2 Magnitude Magnitude; -90 deg Phase Angle (Degrees)	0 Real Part
2 Magnitude Magnitude; -60 deg Phase Angle (Degrees)	1 Real Part
2 Magnitude Magnitude; -45 deg Phase Angle (Degrees)	1.414214 Real Part
2 Magnitude Magnitude; -30 deg Phase Angle (Degrees)	1.732051 Real Part
2 Magnitude Magnitude; 0 deg Phase Angle (Degrees)	2 Real Part
2 Magnitude Magnitude; 30 deg Phase Angle (Degrees)	1.732051 Real Part
2 Magnitude Magnitude; 45 deg Phase Angle (Degrees)	1.414214 Real Part
2 Magnitude Magnitude; 60 deg Phase Angle (Degrees)	1 Real Part
2 Magnitude Magnitude; 90 deg Phase Angle (Degrees)	0 Real Part
2 Magnitude Magnitude; 120 deg Phase Angle (Degrees)	-1 Real Part
2 Magnitude Magnitude; 150 deg Phase Angle (Degrees)	-1.732051 Real Part
2 Magnitude Magnitude; 180 deg Phase Angle (Degrees)	-2 Real Part
5 Magnitude Magnitude; -180 deg Phase Angle (Degrees)	-5 Real Part
5 Magnitude Magnitude; -150 deg Phase Angle (Degrees)	-4.330127 Real Part
5 Magnitude Magnitude; -120 deg Phase Angle (Degrees)	-2.5 Real Part

Frequently Asked Questions

Common questions about Real Part from Magnitude and Phase (Degrees), formulas, and expected usage.

What does the Real Part from Magnitude and Phase (Degrees) calculator do?

It helps with converting polar complex form into rectangular real component.

What formula does the Real Part from Magnitude and Phase (Degrees) calculator use?

Real part = magnitude × cos(phase angle in degrees).

What inputs are valid?

Magnitude must be non-negative; phase angle can be any finite degree value.

When would I use this?

converting polar complex form into rectangular real component

Methodology and Review

This page is generated from the same conversion definition used by the main calculator page, which keeps the calculator, reference table rows, and FAQ schema aligned.

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Use this page as a fast lookup reference, then confirm final project values using applicable standards and manufacturer documentation.