Calculus I: Handouts

These files are in adobe acrobat format. See me or a computer tutor if you have difficulty reading them. Some of these files may appear blurry on the screen, but they all should print out ok.

Old Exams

2003 Midterm
2001 Midterm (missing figures)

Chapter 1

Section 1.1: Linear Exercises
Section 1.1: Slope practice
Section 1.2: Exponential Mongeese
Section 1.3: Pondering Inverses
Section 1.3: Stretching and Shifting
Section 1.4: Logarithm Exercises
Section 1.4: Log plots
Section 1.4: An equation that can't be solved with algebra
Section 1.5: Angle measures
Section 1.5: Trig practice
Section 1.5: Some fun and interesting plots

Chapter 2

Section 2.1: Average and instantaneous velocities
Section 1.8: Limits
Section 2.2: The derivative at a point: Graphical views
Section 2.2: Determining the derivative at a point graphically and numerically
Section 2.3: The derivative function: graphical examples
Section 2.4: The derivative function and its interpretations
Section 2.5: The second derivative
Section 2.5: Concavity and Maple
Section 2.5: Concavity and Maple, part II

Chapter 3

Section 3.1: Power rule practice
Section 3.2: Exponential differentiation practice
Section 3.3: Product rule practice
Section 3.4: Chain rule practice
Section 3.4: More chain rule practice
Section 3.5:Trig differentiation practice
Section 3.5:Trig function, derivatives, and Maple
Section 3.5:Two interesting functions and their derivatives
Section 3.6: More differentiation practice
Section 3.6: Implicit differentiation practice
Section 3.7: Maple and implicit plots and differentiation practice
Section 3.9: Local linearization

Chapter 4

Section 4.1: Minima, Maxima, and Inflection Points with Maple
Section 4.1: Min-max practice

[Calculus Page] [Dave] [College of the Atlantic]

Questions about the contents of these pages or about math at the College of the Atlantic should be sent to Dave Feldman at dave@hornacek.coa.edu.