Complex Number Cornell Notes

ADVERTISEMENT

Complex Number Cornell Notes
Name:
OBJ:
Class:
Period:
Date:
Topic:
A complex number is a number that consists of two parts:
1)
2)
It is written in the form ___________.
Add/Subtract "Like Terms"
add/sub the real parts and the imaginary parts
Example: (4 + 3i) + (7 - 2i) =
Multiplying:
distribute, CLT and reduce any i
2
Example: (3 + 2i)(4 - 6i)
Definition: The complex conjugate is
Examples:
a) 3 + 7i
b) -5 + 10i
c) 14i
d)
7
Complex conjugates are helpful because they eliminate the imaginary
part.
Example: 3 - 2i

ADVERTISEMENT

00 votes

Related Articles

Related forms

Related Categories

Parent category: Miscellaneous
Go
Page of 2