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Abstract 4 20 Video 2 Ideal Checkability Theorem Example of a Proof
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Ideals Lecture 4 15
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4 13 Simple Field Extensions
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4 13 Finding Roots in Z n
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4 13 Synthetic Division On Exam More Complex Problem
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4 13 Definition of Root
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4 13 In Class Assignment Solutions
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4 13 Whats going to be on Exam III and Graphing Asymptotes
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Normal Group that is not Abelian Abstract 3 25
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3 16 Abstract Algebra What's going to be on the Exam and Normal Subgroups Video 1
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3 16 Abstract Algebra Theorems about homomorphisms Normal Subgroups and Factor Groups Video 2
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3 4 Graduate Abstract Algebra Homework from last week
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3 2 Graduate Abstract Algebra Definition of Direct Product and first In Class Assignment Video 1
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PreCalculus 2 25 Video 2
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PreCalculus 2 25 Video 1
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Abstract Alegebra Video for 2 25 with HW and Proofs
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PreCalculus 2 23 2015
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Lecture 2 16 Dihedral Groups Second Set of HW Video 2
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Lecture 2 16 Permuatations Advanced HW Video 3
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Lecture 2 11 Precalculus Video 1 Last problems on Webassign Due 2 16
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Grad Abstract 2 11 Proofs on Cyclic Subgroup Video 2
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Grad Abstract 2 11 What's on exam and Cyclic Group Intro Video 1
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Lecture 2 9 Circle Ellipse Problems Video 4
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Lecture 2 9Body Roundness Video 5
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Lecture 2 9 Formulas Circle Ellipse Hyperbola Video 3
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2 9 Abstract Algebra Number 51 Guidance Video 2
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Lecture 2 9 Grad Abstract What will be on the Exam I and Remarks and Tips on how to write proofs Vid
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2 9 Abstract Algebra Number 51 Guidance
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What is going to be on the Quiz 2-9-2015
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