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Textbook Notes for Mathematics at University of Waterloo (UW)

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UWMATH136Dan WolczukWinter

MATH136 Chapter 1-11: Wolczuk LinearAlgebra Solutions 136.pdf

OC401350146 Page
9 Feb 2015
1121
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UWMATH237Richard EnnisFall

Math237.pdf

OC187730257 Page
1 Oct 2013
734
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UWMATH235Richard EnnisFall

Math235.pdf

OC187730143 Page
1 Oct 2013
405
The main purpose of this chapter is to review a few important concepts from the. These concepts include subspaces, bases, dimension, and linear mapping
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UWMATH237Diana ParryWinter

237_course_notes.pdf

OC120075257 Page
22 Apr 2013
147
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UWMATH137Richard EnnisFall

Math137+138 Solution.pdf

OC187730676 Page
1 Oct 2013
141
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UWMATH237Lilia KrivodonovaFall

MATH237 Chapter all: CALCULUS-3-COURSE-NOTES

OC636392273 Page
15 Dec 2015
62
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UWMATH136Dan WolczukWinter

MATH136 Chapter Notes - Chapter 1-40: Anticommutativity, Triangle Inequality, Distributive Property

OC7475496 Page
8 Apr 2016
20
Let ~x = x1 xn and ~y = y1 yn be two vectors in rn. ~x + ~y = x1 + y1 xn + yn and scalar multiplication by a real number c (called a scalar) by c~x = c
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UWMATH135John- Paul( J P) PrettiFall

MATH135 Chapter 1-5: RDW_0401.pdf

OC351386434 Page
7 Feb 2015
78
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UWMATH136Michael R CollinsWinter

MATH136 Chapter 1-6: Math 136.docx

OC3158143 Page
12 May 2015
54
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UWMATH136Eddie DupontWinter

01_23_13 Perpendicular and Projection (1).pdf

OC2322762 Page
21 Dec 2013
30
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UWMATH135Jiahua ChenFall

MATH135coursenote.pdf

OC187730358 Page
1 Oct 2013
52
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UWMATH135Mike EdenFall

Congruence & Primes Propositions

OC318503 Page
3 Feb 2012
39
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