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Calculus 1

Math 207 TU - Spring 2014

Syllabus
Calculator Information
Textbook Information
Course Outline
Announcements

Graph Paper
Coordinate Systems
Lecture Notes
Instructor's Schedule



   Final grades are now posted on Blackboard. Thank you for your hard work and enjoy the summer!       




Assignments

Questions
Are You Ready For Calculus?
Extra Credit Assignment 1


Worksheets, Lecture Notes

Class 1 Notes
Guide to review (Class 1)
Factoring by completing the square   Part 1   Part 2   Part 3   Part 4 (Class 1)
Review of Factoring 1 (GCF, difference of squares, completing the square) (Class 1)

Class 2 Notes
What is a Function? (Class 2)
Review: Parabolas - Part 1, Part 2 (Class 2)
Complete analysis of a function - Part 1 (Class 2)

Class 3 Notes
Circles (Class 3)
Quadratic Inequalities (Class 3)
Basic Functions (Class 3)

Class 4 Notes
Limits at Infinity - Part 1 (Class 4)

Class 5 Notes
Properties of Limits (Class 5)
Limits at Infinity - Part 2 (Class 5)

Class 6 Notes
Graphing Polynomials 1 (Class 6)
Two-sided limits (Class 6)

Class 8 Notes
Virtual Class
Differentiation 1 (Proofs) (Class 8)
Differentiating by Finding Limits (Practice) (Class 8)

Class 9 Notes
Differentiation 1 (Practice) (Class 9)
Complete Analysis of a Function (Class 9)
Relative Extrema (Class 9)
Quiz 2 (take-home) (Class 9)
Tangent Lines (Class 9)

Class 10 Notes
Two Important Trigonometric Limits (Class 10)
Graphing Polynomials (Class 10)

Class 11 Notes
Optimization 2 (Class 11)

Class 12 Notes
Virtual Class - Part 2
Differentiating sinx and cosx (proofs) (Class 12)
Proving the Product Rule (Class 12)
Differentiation (Class 12) (practice)
Antiderivatives (Class 12)

Class 13 Notes
Theorems and Proofs (Class 13)
Limits involving e (Class 13)

Class 14 Notes
Differentiating Logarithmic Functions (Class 14)
Proving the quotient rule (Class 14)
Differentiation 3 (Class 14)

Class 16 Notes
Complete Analysis of a Function (Class 16)
Inverse Functions (Class 16)

Class 17 Notes
Quiz 6 (take-home) (Class 17)
Differentiation 4 (Practice) (Class 17)
Leibniz Notation (Class 17)

Class 18 Notes
Inverse Trig Functions (Class 18)
Computing Trigonometric Expressions (Class 18)
Inverse Trigonometric Expressions (Class 18)
Concavity Behavior (Class 18)
Optimization 3 (Class 18)

Class 19 Notes
Graphing Polynomials (Class 19)
Implicit Differentiation (Class 19)

Class 20 Notes
Related Rates (Class 20)
Differentiation 5 (Practice) (Class 20)

Class 21 Notes
Antiderivatives after the chain rule (Class 21)
Graphing the antiderivative (Practice) (Class 21)

Class 22 Notes

Class 24 Notes
Differentiating Trigonometric Functions (Class 24)
Differentiation 6 (Practice) (Class 24)
Induction (Class 24)

Class 25 Notes
Riemann Sums (Class 25)

Class 26 Notes
Riemann Sums (Practice) (Class 26)
Definite Integrals (practice) (Class 26)

Class 27 Notes
Integrating by substitution (Class 27)

Class 28 Notes
L'Hôpital's Rule (Class 28)
Improper Integrals (Class 28)

Class 29 Notes
Integrating by parts (Class 29)
Graphing in Polar Coordinates (Class 29)

Class 30 Notes





Review

Exam 1 Information
Exam 1 Review
Exam 2 Information
Exam 3 Information
Exam 4 Review - 1
Exam 4 Review - 2