(New page: == Division Example == <math>4/(2+3*i)</math> <math> = [4/(2+3*i)] * [(2-3*i)/(2-3*i)]</math>)
 
(Division Example)
Line 1: Line 1:
 
== Division Example ==
 
== Division Example ==
<math>4/(2+3*i)</math>
+
<math>\frac{4}{2+3*i}</math> = <math>\frac{4}{2+3*i}\times\frac{2-3*i}{2-3*i}</math> = <math>\frac{8-12*i}{4+6*i-6*i-9i^2}</math> = <math>\frac{8}{13} - \frac{12}{13}\times i</math>
<math>   = [4/(2+3*i)] * [(2-3*i)/(2-3*i)]</math>
+

Revision as of 05:34, 3 September 2008

Division Example

$ \frac{4}{2+3*i} $ = $ \frac{4}{2+3*i}\times\frac{2-3*i}{2-3*i} $ = $ \frac{8-12*i}{4+6*i-6*i-9i^2} $ = $ \frac{8}{13} - \frac{12}{13}\times i $

Alumni Liaison

Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett