This activity is also part of one or more other Books. Modifications will be visible in all these Books. Do you want to modify the original activity or create your own copy for this Book instead?
This activity was created by '{$1}'. Do you want to modify the original activity or create your own copy instead?
This activity was created by '{$1}' and you lack the permission to edit it. Do you want to create your own copy instead and add it to the book?
Files that could be used in teaching Abstract Algebra. Some are also used in other classes, (like the Complex Number files), so the section numbers may not match the sections from Abstract Algebra.
As of Spring 2016, I have started using a new Abstract Algebra book. The book by Pinter doesn't include as many concrete examples for students to work with, so I hope to expand the worksheets. I will also have to alter the Chapter number as the course proceeds.
[b][color=#b20ea8]If you find what you think is an error, please take a screen shot and email that to me (khopkins@sbuniv.edu) so I can investigate.[/color][/b]
Table of Contents
Pinter's Book
Appendix-Set Operations
New Operations
Z_n Under Addition-An example of operations from Chapter 2
Z_n Under Multiplication-An example of operations-Chapter 2
Ordered Pair, Group Example-Chapter 3
Chapter 7-Permutations
Chapter 7-Permutations
Chapter 7-Permutations
Chapter 7-Permutations
Chapter 8-Permutations of a Finite Set
Chapter 8-Permutations of a Finite Set
Chapter 10 and 11-Cyclic Groups and Subgroups
Chapter 10 & 11-Multiplication-Hopefully now working
Identifying Rational vs Irrationals
Gilbert's book
Section 2.4
Section 2.5-2.6: Solving equations modulo n.
Section 2.6-Inverses in Z sub n
Section 8.4-Polynomials
Section 8.4-Addition of Complex Numbers
Section 8.4-Multiplication of Complex Numbers
Section 8.4-Division of Complex Numbers
Polar Form of Complex Numbers-Section 7.2
Complex Numbers in Rectangular Form-Section 7.2
Complex Products using Polar Form
Complex Powers
Section 7.3-Roots of Complex Numbers
Mandelbrot Set-Extension of Use of Complex Numbers.