(New page: '''Introduction''' In mathematics the complex number system describes the set of all numbers that have both a real and an imaginary component. A complex number Z can be represented rectan...)
 
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'''Introduction'''
 
'''Introduction'''
  
In mathematics the complex number system describes the set of all numbers that have both a real and an imaginary component. A complex number Z can be represented rectangular form as:
 
  
<center><math>Z=a+bi</math></center>or <center><math>Z=a+jb</math></center> in electrical engineering.
+
In mathematics the complex number system describes the set of all numbers that have both a real and an imaginary component. A complex number Z can be represented in rectangular form as:
  
where <math>i^2 = -1</math>
+
<center><math>Z=a+bi</math></center>or <center>
In electrical engineering the letter i usually denotes current, therefore the letter j denoted by
+
 
 +
where <center><math>i^2 = -1</math></center>
 +
 
 +
In electrical engineering because the letter i is reserved to denote current, the letter j replaces i such that,
 +
<center><math>j^2=-1</math></center>.

Revision as of 14:37, 4 September 2008

Introduction


In mathematics the complex number system describes the set of all numbers that have both a real and an imaginary component. A complex number Z can be represented in rectangular form as:

$ Z=a+bi $
or
where <center>$ i^2 = -1 $

In electrical engineering because the letter i is reserved to denote current, the letter j replaces i such that,

$ j^2=-1 $
.

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