Revised on February 2, 2012

Course Outline

Schedule

Supplementary exercises in textbook

Formula Sheets

	The Unit Circle
	Trigonometric Formulas
	Trigonometric Graphs
	Properties of Exponents and Logarithms
	Rules of Differentiation
	Integration Formulas

Methods of Integration

Strategy for Integration

Strategy for Testing Series

Maple

	Maple Introduction
	Limits and Derivatives with Maple
	Integrals and Sums with Maple
	Integration Techniques with Maple

Tests and Assignments

	Test 1 - Tuesday February 7
	Test 2 -
	Test 3 -
	Test 4 -

	Quiz 1 - January 20 - Solutions A - Solutions B
	Quiz 2 - January 26 - Solutions A - Solutions B
	Quiz 3 - February 2 - Solutions A - Solutions B
	Quiz 4 -

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Comments/Criticism:

mhuard@slc.qc.ca

Exercise Sheets

	Review of Differential Calculus
	I - Antiderivatives
	II - Sigma Notation and Areas
	III - The Definite Integral
	IV - The Fundamental Theorem of Calculus
	V - The Substitution Rule
	VI - Integration by Parts
	VII - Trigonometric Integrals
	VIII - Trigonometric Substitution
	IX - Integration by Partial Fractions
	X - Rationalizing Substitutions
	XI - Approximate Integration
	XII - Improper Integrals
	XIII - Areas Between Curves
	XIV - Volumes of Revolutions
	XV - Volumes by the Slicing Method
	XVI - Arc Length
	XVII - Area of a Surface of Revolution
	XVIII - Differential Equations
	XIX - Sequences
	XX - Infinite Series
	XXI - The Integral and Comparison Tests
	XXII - Alternating Series and the Ratio Test
	XXIII - Power Series
	XXIV - Taylor and Maclaurin Series