Maple worksheets for Calculus 225

These are my Maple worksheets for Calculus 225 taught in Spring 2001. We used the books Single Variable Calculus by Stewart and Essential Trig and Algebra by Ayres, Moyer and Spiegel. The text of all exercises is provided in the worksheets so you don't need the books to understand the worksheets. All classroom meetings with the students are numbered from #1 to #44.
# 1: Maple syntax January 22
# 2: Angles and Applications January 24
# 3: Trigonometric Functions of a General Angle January 26
# 4: Trigonometric Functions of an Acute Angle January 29
# 6: Variations and Graphs of the Trigonometric Functions February 2
# 7: Take-home quiz 1 February 5
# 8: Functions and Their Graphs February 7
# 9: Types of Functions; Shifting and Scaling February 9
# 10: Practice for Test 1 February 12
# 10a: The Tangent and Velocity Problem February 12
# 10b: The Limit of a Function February 12
# 12: First Test February 16
# 13: The Limit of a Function February 19
# 15: Polynomial Functions February 23
# 16a: Quadratic Equations February 26
# 16b: Simultaneous Linear Equations February 26
# 17: Systems of Equations February 28
# 18: Continuity March 2
# 19: Limits at Infinity March 5
# 21: Tangents and Velocity March 9
# 22a: Take-home quiz 2 March 12
# 22b: Addition formulas March 12
# 23: Permutations and Combinations March 14
# 24: Binomial Theorem March 16
# 25: Derivatives March 26
# 26: Derivatives March 28
# 27: Differentiation Formulas March 30
# 28a: Rates of Change in the Natural and Social Sciences April 2
# 28b: Practice for Test 2 April 2
# 30: Second Test April 6
# 31: Derivatives of Trigonometric Functions April 9
# 33: The Chain Rule April 13
# 34: Implicit Differentiation April 16
# 35: Higher Derivatives April 18
# 37: Third Quiz April 23
# 38: Linear and Quadratic Approximations April 25
# 39: Newton's Method April 27
# 41: Problems Plus May 2
# 43: Practice Final Exam May 7
# 44: Final Exam May 17