Difference between revisions of "Imaginary axis"

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It is [[perpendicular]] to the [[real axis]] and intersects at 0.
 
It is [[perpendicular]] to the [[real axis]] and intersects at 0.
 
Each [[unit]] has a [[length]] of 1 and the numbers on this line are  
 
Each [[unit]] has a [[length]] of 1 and the numbers on this line are  
...-2i, -i, 0, i, 2i...
+
<math>\dots-2i,-i,0,i,2i...</math>
  
 
{{stub}}
 
{{stub}}

Revision as of 14:38, 12 November 2023

Definition

The imaginary axis in the complex plane roughly corresponds to the y-axis on the Cartesian plane. It is perpendicular to the real axis and intersects at 0. Each unit has a length of 1 and the numbers on this line are $\dots-2i,-i,0,i,2i...$

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