Difference between revisions of "ComplexRadians"

(Created page with "Returns the phase of a complex number in radians. A complex number can be written in polar form as <math>r e^{\theta j}</math>. Given a complex number, x, <...")
 
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:<code>ComplexRadians(5+5j)</code> &rarr; 0.7854            ''{This is <math>\pi/4</math>}''
 
:<code>ComplexRadians(5+5j)</code> &rarr; 0.7854            ''{This is <math>\pi/4</math>}''
 
:<code>ComplexRadians(1j)</code> &rarr; 1.571            ''{This is <math>\pi/2</math>}''
 
:<code>ComplexRadians(1j)</code> &rarr; 1.571            ''{This is <math>\pi/2</math>}''
:<code>ComplexRadians(-1j)<code> &rarr; -1.571
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:<code>ComplexRadians(-1j)</code> &rarr; -1.571
 
:<code>ComplexRadians(-2)</code> &rarr; -3.142
 
:<code>ComplexRadians(-2)</code> &rarr; -3.142
 
:<code>ComplexRadians(.1)</code> &rarr; 0
 
:<code>ComplexRadians(.1)</code> &rarr; 0

Revision as of 18:08, 11 April 2013

Returns the phase of a complex number in radians.

A complex number can be written in polar form as [math]\displaystyle{ r e^{\theta j} }[/math]. Given a complex number, x, ComplexRadians returns [math]\displaystyle{ \theta }[/math], the result being expressed in radians in the range of [math]\displaystyle{ [-\pi,\pi) }[/math].

Examples

ComplexRadians(5+5j) → 0.7854 {This is [math]\displaystyle{ \pi/4 }[/math]}
ComplexRadians(1j) → 1.571 {This is [math]\displaystyle{ \pi/2 }[/math]}
ComplexRadians(-1j) → -1.571
ComplexRadians(-2) → -3.142
ComplexRadians(.1) → 0

See Also

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