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University of Saskatchewan

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U OF SMATH 125ScottFall

MATH 125- Final Exam Guide - Comprehensive Notes for the exam ( 349 pages long!)

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5 Dec 2017
0
Equations of lines and planes a summary. ~x = ~p + t ~d x = p1 + td1 y = p2 + td2. ~x = ~p + t ~d x = p1 + td1 y = p2 + td2 z = p3 + td3. Notes: some s
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U OF SMATH 125ScottFall

MATH 125- Midterm Exam Guide - Comprehensive Notes for the exam ( 349 pages long!)

OC1679395349 Page
11 Oct 2017
0
Equations of lines and planes a summary. ~x = ~p + t ~d x = p1 + td1 y = p2 + td2. ~x = ~p + t ~d x = p1 + td1 y = p2 + td2 z = p3 + td3. Notes: some s
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 27: Transformation Matrix, Linear Map, Row And Column Vectors

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19 Apr 2017
0
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U OF SMATH 125ScottFall

MATH 125 Lecture 8: Lecture 8.PDF

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19 Apr 2017
0
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 6: Cartesian Coordinate System, Orthogonality, Dot Product

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 14: Augmented Matrix, Global Positioning System, Linear Combination

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 9: Raven Rock Mountain Complex, Linear Combination, Solution Set

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 10: Augmented Matrix, Coefficient Matrix, Row And Column Vectors

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 14: Augmented Matrix, Global Positioning System, Linear Combination

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 12: Row Echelon Form, Augmented Matrix, Free Variables And Bound Variables

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 24: Elementary Matrix, Row Echelon Form, Row And Column Spaces

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 29: Identity Function, Linear Map, Identity Matrix

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 31: Elementary Matrix, Triangular Matrix, Laplace Expansion

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 19: Scalar Multiplication, Euclidean Vector, Linear Combination

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 13: Row Echelon Form, Free Variables And Bound Variables, Augmented Matrix

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture 7: Lecture 7.PDF

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 22: Ion, Row And Column Spaces, Augmented Matrix

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 4: Natural Number, Scalar Multiplication, Distributive Property

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 20: Invertible Matrix, Cancellation Property, Square Number

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 5: Pythagorean Theorem, Length Function, Dot Product

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 25: Row Echelon Form, Row And Column Spaces, Linear Combination

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 3: Euclidean Vector, Scalar Multiplication, Natural Number

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 26: Linear Map, Scalar Multiplication, Coordinate Vector

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 2: Command And Control, Parallelogram Law, Critical Role

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 18: Scalar Multiplication, Linear Combination, Mnemonic

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 21: Row Echelon Form, Identity Matrix

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 30: Laplace Expansion, Diagonal Matrix, Main Diagonal

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 16: Linear Independence, Linear Combination, Augmented Matrix

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 23: Order Of Merit, Order Of Newfoundland And Labrador, Standard Basis

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Study Guide - Final Guide: Row Echelon Form, Invertible Matrix, Elementary Matrix

OC167939536 Page
19 Apr 2017
0
Notes: some of the solutions here are incomplete (their main purpose is to enable you to check your own answers). In particular, row reduction of matri
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 15: Augmented Matrix, Linear Combination, Solution Set

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 17: Square Matrix, Zero Matrix, Mnemonic

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 28: Unit Circle, Ator, Linear Map

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 11: Elementary Matrix, Augmented Matrix, Gaussian Elimination

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Lecture Notes - Lecture 1: Identity Element, Triangle Inequality, Cartesian Coordinate System

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19 Apr 2017
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U OF SMATH 125ScottFall

MATH 125 Study Guide - Final Guide: Row Echelon Form, Unit Vector, Augmented Matrix

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19 Apr 2017
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Additional practice problems for midterm (up to 2. 2) Note: some of the solutions here are just sketches (the main purpose is to enable you to check yo
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U OF SMATH 125ScottFall

MATH 125 Study Guide - Final Guide: Row Echelon Form, Invertible Matrix, Diagonal Matrix

OC167939511 Page
19 Apr 2017
0
Notes: some steps are skipped in the solutions below (e. g. , some row reduction of matrices is omitted). In your exam, you should show all your work!
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U OF SMATH 125ScottFall

MATH 125 Study Guide - Final Guide: Row Echelon Form, Augmented Matrix, Gaussian Elimination

OC16793958 Page
19 Apr 2017
0
Note: some of the solutions here are just sketches (the main purpose is to enable you to check your own answers). In particular, row reduction of matri
View Document
U OF SMATH 125ScottFall

MATH 125 Study Guide - Midterm Guide: Identity Element, Triangle Inequality

OC16793956 Page
19 Apr 2017
0
The symbol r denotes the set of all real numbers. R is equipped with the familiar operations of addition (de- noted +) and multiplication (denoted , th
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U OF SMATH 125ScottFall

MATH 125 Study Guide - Midterm Guide: Row Echelon Form, Gaussian Elimination, Augmented Matrix

OC16793954 Page
19 Apr 2017
0
Note: row reduction of matrices is omitted from the solutions below. Give your answer in vector form. x1 + x2. Solution: applying the row reduction alg
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