MAT 271

Fall 2011

Syllabus (pdf)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
How to Access Maple Student Computing Resources More Maple Help
How to Convert a Maple file to a .pdf Review of Integrals (ppt) Solving a system with TI84
Section 7.5 Maple Example Gateway Practice Exam Math Videos
Section 8.2 Maple Example Volume by Cross Section (Triangles) Volume by Cross Section (Squares)
Section 9.1 Lecture Math Videos  
Section 10.1 Maple Example Section 10.2 Maple Example  
10.5 Fourier Series Online Section Section 10.5 Fourier Example Section 10.5 Pulse Train
Spreadsheets in Maple Help Spreadsheets in Maple Handout DE Online Section

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Labs
Computer Labs Due
Maple Intro 8/31
Lab 1 9/19
Lab 2 10/5
Lab 3 10/31
Lab 4 11/16
Lab 5 12/5

 

Lessons
7.1 Integration by Substitution 7.2 Integration by Parts 7.3 Trig Integrals/Tables 7.4 (Part 1) Algebraic Identities 7.4 (Part 2) Trig Substitution 7.5 Approximate Integration 7.6 Error Estimates and Simpson's Rule 7.7 Improper Integrals 7.8 Comparison Test
8.1 Areas and Volumes 8.2 Applications to Geometry 8.2 Arc Length 8.3 Area and Arc Length in Polar Coordinates 8.4 Center of Mass 8.5 Applications to Physics      
9.1 Sequences

Section 9.1 Lecture

 9.2 Geometric Series 9.3 Convergence of Sequences and Series 9.4 Tests for Convergence 9.5 Power Series        
10.1 Taylor Polynomials 10.2 Taylor Series 10.3 Finding Taylor Series 10.4 The Error in Taylor Series 10.5 Fourier Series 10.5 Fourier Series Online Section      
11.1 Differential Equations Intro 11.2 Slope Fields 11.3 Euler's Method 11.4 Separation of Variables 11.5 Growth and Decay 11.6 Applications and Modeling DE Online Section    

Fall 2010

Syllabus (pdf)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
How to Access Maple Student Computing Resources More Maple Help
How to Convert a Maple file to a .pdf Review of Integrals (ppt) 7.4 Examples Solutions
Connecting to SCC Network Section 7.5 Maple Example Section 7.5, 22a
Gateway Practice Exam Math Tutoring Videos Section 9.1 Lecture
10.5 Fourier Series Online Section Section 10.5 Fourier Example Section 10.5 Pulse Train
Spreadsheets in Maple Help Spreadsheets in Maple Handout DE Online Section

 

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Labs

Computer Labs Due
Maple Intro 9/1
Lab 1 9/20
Lab 2 10/6
Lab 3 11/1
Lab 4 11/17
Lab 5 12/6

 

Lessons
7.1 Integration by Substitution 7.2 Integration by Parts 7.3 Trig Integrals/Tables 7.4 (Part 1) Algebraic Identities 7.4 (Part 2) Trig Substitution 7.5 Approximate Integration 7.6 Error Estimates and Simpson's Rule 7.7 Improper Integrals 7.8 Comparison Test
8.1 Areas and Volumes 8.2 Applications to Geometry 8.2 Arc Length 8.3 Area and Arc Length in Polar Coordinates 8.4 Center of Mass 8.5 Applications to Physics      
9.1 Sequences

Section 9.1 Lecture

 9.2 Geometric Series 9.3 Convergence of Sequences and Series 9.4 Tests for Convergence 9.5 Power Series        
10.1 Taylor Polynomials 10.2 Taylor Series 10.3 Finding Taylor Series 10.4 The Error in Taylor Series 10.5 Fourier Series 10.5 Fourier Series Online Section      
11.1 Differential Equations Intro 11.2 Slope Fields 11.3 Euler's Method 11.4 Separation of Variables 11.5 Growth and Decay 11.6 Applications and Modeling DE Online Section    

Fall 2009

Syllabus (pdf)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
How to Access Maple Student Computing Resources 7.4 Examples Solutions
Section 7.5 Maple Example Review of Integrals (ppt) Extra Credit Limits
Section 8.2 Maple Example Volume by Cross Section (Triangles) Volume by Cross Section (Squares)
Section 8.3 Maple Example Work Done by Variable Force Examples More Maple Help
Updated Gateway Practice Exam Ch 9 Theorems Differential Equations Examples with MAPLE

Fall 2008

Syllabus (pdf)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
Maple on Campus Section 7.5 Maple Example  
Section 8.2 Maple Example Volume by Cross Section (Triangles) Volume by Cross Section (Squares)
Section 8.3 Maple Example Section 8.3 Maple Modified  
Gateway Exam Info Gateway Practice Exam  
  Section 10.1 Maple Example Section 10.2 Maple Example
Section 10.5 Fourier Example Section 10.5 Pulse Train Differential Equations Examples with MAPLE

 

Fall 2007

Syllabus (Word Document)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
Section 7.5 Maple Example Section 8.2 Maple Example Volume by Cross Section (Triangles)
Volume by Cross Section (Squares) Section 8.3 Maple Example Section 8.3 Maple Modified
Gateway Exam Info Gateway Practice Exam Cool Golden Ratio Examples
Section 10.1 Maple Example Section 10.2 Maple Example Slope Field Calculator
Section 10.5 Fourier Example Section 10.5 Pulse Train Differential Equations Examples with MAPLE

Labs

Computer Labs Solutions Due
Maple Intro Maple Intro 8/29/07
Lab 1 Lab 1 9/12/07
Lab 2 Lab 2 10/3/07
Lab 3 Lab 3 10/29/07
Lab 4 Lab 4 11/14/07

Lessons

Lesson (Power Point) Lesson (Web Page)
Review of Integrals Review of Integrals
7.1 Integration by Substitution 7.1 Integration by Substitution
7.2 Integration by Parts 7.2 Integration by Parts
7.3 Trig Integrals/Tables 7.3 Trig Integrals/Tables
7.4 (Part 1) Algebraic Identities 7.4 (Part 1) Algebraic Identities
7.4 (Part 2) Trig Substitution 7.4 (Part 2) Trig Substitution
7.5 Approximate Integration 7.5 Approximate Integration
7.6 Error Estimates and Simpson's Rule 7.6 Error Estimates and Simpson's Rule
7.7 Improper Integrals 7.7 Improper Integrals
7.8 Comparison Test 7.8 Comparison Test
8.1 Areas and Volumes 8.1 Areas and Volumes
8.2 Applications to Geometry 8.2 Applications to Geometry
8.2 Arc Length 8.2 Arc Length
8.3 Area and Arc Length in Polar Coordinates 8.3 Area and Arc Length in Polar Coordinates
8.4 Center of Mass 8.4 Center of Mass
8.5 Applications to Physics 8.5 Applications to Physics
9.1 Sequences 9.1 Sequences
9.2 Geometric Series 9.2 Geometric Series
9.3 Convergence of Sequences and Series 9.3 Convergence of Sequences and Series
9.4 Tests for Convergence 9.4 Tests for Convergence
9.5 Power Series 9.5 Power Series
10.1 Taylor Polynomials 10.1 Taylor Polynomials
10.2 Taylor Series 10.2 Taylor Series
10.3 Finding Taylor Series 10.3 Finding Taylor Series
10.4 The Error in Taylor Series 10.4 The Error in Taylor Series
10.5 Fourier Series 10.5 Fourier Series
11.1 Differential Equations Intro 11.1 Differential Equations Intro
11.2 Slope Fields 11.2 Slope Fields
11.3 Euler's Method 11.3 Euler's Method
11.4 Separation of Variables 11.4 Separation of Variables
11.5 Growth and Decay 11.5 Growth and Decay
11.6 Applications and Modeling 11.6 Applications and Modeling

Summer 2007

Syllabus (Word Document)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
Partial Fraction Decomposition Gateway Exam Info Gateway Practice Exam
Section 7.5 Maple Example Section 8.2 Maple Example Volume by Cross Section (Triangles)
Volume by Cross Section (Squares) Section 8.3 Maple Example Exam 1 Take Home Solution
Exam 2 Take Home Solution Section 10.1 Maple Example Section 10.2 Maple Example
EXTRA CREDIT Section 10.5 Fourier Example Section 10.5 Pulse Train
Slope Field Calculator Differential Equations Examples with MAPLE  

 

Computer Labs Solutions Due
Maple Intro Maple Intro 6/5/07
Lab 1 Lab 1 6/13/07
Lab 2 Lab 2 6/28/07
Lab 3 Lab 3 7/3/07
Lab 4 Lab 4 7/16/07

Lessons

Lesson (Power Point) Lesson (Web Page) Date
Review of Integrals Review of Integrals 5/29
7.1 Integration by Substitution 7.1 Integration by Substitution 5/30
7.2 Integration by Parts 7.2 Integration by Parts 5/30
7.3 Trig Integrals/Tables 7.3 Trig Integrals/Tables 5/31
7.4 (Part 1) Algebraic Identities 7.4 (Part 1) Algebraic Identities 6/4
7.4 (Part 2) Trig Substitution 7.4 (Part 2) Trig Substitution 6/4
7.5 Approximate Integration 7.5 Approximate Integration 6/5
7.6 Error Estimates and Simpson's Rule 7.6 Error Estimates and Simpson's Rule 6/5
7.7 Improper Integrals 7.7 Improper Integrals 6/6
7.8 Comparison Test 7.8 Comparison Test 6/6
8.1 Areas and Volumes 8.1 Areas and Volumes 6/12
8.2 Applications to Geometry 8.2 Applications to Geometry 6/12
8.2 Arc Length 8.2 Arc Length 6/13
8.3 Area and Arc Length in Polar Coordinates 8.3 Area and Arc Length in Polar Coordinates 6/13
8.4 Center of Mass 8.4 Center of Mass 6/14
8.5 Applications to Physics 8.5 Applications to Physics 6/18
9.1 Sequences 9.1 Sequences 6/25
9.2 Geometric Series 9.2 Geometric Series 6/26
9.3 Convergence of Sequences and Series 9.3 Convergence of Sequences and Series 6/26
9.4 Tests for Convergence 9.4 Tests for Convergence 6/27
9.5 Power Series 9.5 Power Series 6/28
10.1 Taylor Polynomials 10.1 Taylor Polynomials 7/9
10.2 Taylor Series 10.2 Taylor Series 7/9
10.3 Finding Taylor Series 10.3 Finding Taylor Series  
10.4 The Error in Taylor Series 10.4 The Error in Taylor Series  
10.5 Fourier Series 10.5 Fourier Series  
11.1 Differential Equations Intro 11.1 Differential Equations Intro  
11.2 Slope Fields 11.2 Slope Fields  
11.3 Euler's Method 11.3 Euler's Method  
11.4 Separation of Variables 11.4 Separation of Variables  
11.5 Growth and Decay 11.5 Growth and Decay  
11.6 Applications and Modeling 11.6 Applications and Modeling  

Fall 2006

Syllabus (Word Document)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
Accessing Serverspace Section 7.5 Maple Example Lab 1 Addendum
Gateway Exam Info Gateway Practice Exam Gateway Practice Problem
Section 8.2 Maple Example Section 8.3 Maple Example Test 2 Question Solution
Section 10.1 Maple Example Section 10.2 Maple Example Section 10.5 Fourier Example
Section 10.5 Pulse Train Slope Field Calculator Differential Equations Examples with MAPLE

Labs

Computer Labs Solutions Due
Maple Intro Maple Intro 9/7/06
Lab 1 Lab 1 9/21/06
Lab 2 Lab 2 10/19/06
Extra Credit Lab Extra Credit Lab 11/16/06
Lab 3 Lab 3 11/21/06

 

Fall 2005

Syllabus (Word Document)

 Schedule Assignments
Maple Resources Table of Derivatives MathServ Calculus Toolkit
Visual Calculus Crocodile Clips Antiderivative/Integral Tutorial
Integration Notes Table of Elementary Indefinite Integrals Trig Formula Sheet (Word Document)
Section 7.5 Maple Example Section 8.2 Maple Example Gateway Exam Info
Gateway Practice Exam Gateway Practice Problem Graphing Calculator Info
Section 10.1 Maple Example Section 10.2 Maple Example Slope Field Calculator
Differential Equations Examples with MAPLE Test 5 Take Home Problem  

Labs

Computer Labs Solutions Due
Maple Intro Maple Intro 9/1/05
Lab 1 Lab 1 9/20/05
Lab 2 Lab 2 10/18/05
Lab 3 Lab 3 11/15/05

Lessons

Lesson (Power Point) Lesson (Web Page) Date
Review of Integrals Review of Integrals 8/23/05
7.1 Integration by Substitution 7.1 Integration by Substitution 8/25/05
7.2 Integration by Parts 7.2 Integration by Parts 8/25/05
7.3 Trig Integrals/Tables 7.3 Trig Integrals/Tables 8/30/05
7.4 (Part 1) Algebraic Identities 7.4 (Part 1) Algebraic Identities 8/30/05
7.4 (Part 2) Trig Substitution 7.4 (Part 2) Trig Substitution 9/1/05
7.5 Approximate Integration 7.5 Approximate Integration 9/6/05
7.6 Error Estimates and Simpson's Rule 7.6 Error Estimates and Simpson's Rule 9/6/05
7.7 Improper Integrals 7.7 Improper Integrals 9/8/05
7.8 Comparison Test 7.8 Comparison Test 9/8/05
8.1 Areas and Volumes 8.1 Areas and Volumes 9/13/05
8.2 Applications to Geometry 8.2 Applications to Geometry 9/13/05
8.2 Arc Length 8.2 Arc Length 9/20/05
8.3 Center of Mass 8.3 Center of Mass 9/20/05
8.4 Applications to Physics 8.4 Applications to Physics 9/22/05
9.1 Geometric Series 9.1 Geometric Series 9/27/05
9.2 Convergence of Sequences and Series 9.2 Convergence of Sequences and Series 9/27/05
9.3 Tests for Convergence 9.3 Tests for Convergence 10/13/05
9.4 Power Series 9.4 Power Series 10/18/05
10.1 Taylor Polynomials 10.1 Taylor Polynomials 10/20/05
10.2 Taylor Series 10.2 Taylor Series 10/27/05
10.3 Finding Taylor Series 10.3 Finding Taylor Series 11/1/05
10.4 The Error in Taylor Series 10.4 The Error in Taylor Series 11/1/05
10.5 Fourier Series 10.5 Fourier Series 11/3/05
11.1 Differential Equations Intro 11.1 Differential Equations Intro 11/15/05
11.2 Slope Fields 11.2 Slope Fields 11/15/05
11.3 Euler's Method 11.3 Euler's Method 11/17/05
11.4 Separation of Variables 11.4 Separation of Variables 11/17/05
11.5 Growth and Decay 11.5 Growth and Decay 11/22/05
11.6 Applications and Modeling 11.6 Applications and Modeling 11/22/05


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