Monday Wednesday Friday
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Aug 27 Aug 29 Aug 31
Sections R.1-3 Sections R.4-6 Sections 1.1-2
Functions and Graphs Slope and Linear Functions Limits and Continuity
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  Sep 5 Sep 7
Labor Day 1.3: Average Rates of Change Section 1.4
  Quiz # 1 (Chapter R) The Definition of
the Derivative
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Sep 10 Sep 12 Sep 14
Review for Test # 1 Test # 1 Section 1.5
Pre-Calculus
(Chapter R and 1.1-4)
Rules for Calculating
Derivatives
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Sep 17 Sep 19 Sep 21
Section 1.6 Sections 1.7-8 2.1: The First Derivative Test
Product and Quotient Rules The Chain Rule and
Higher Ordered Derivatives
Quiz # 2 ( 1.5-8)
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Sep 24 Sep 26 Sep 28
Sections 2.2-3 Sections 2.4-5 2.7: Related Rates
The Second Derivative Test
and Curve-Sketching Techniques
Maxima and Minima Quiz # 3 ( 2.1-4)
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Oct 1 Oct 3 Oct 5
Review for Test # 2 Test # 2 Section 3.1
Differential Calculus
(Chapters 1 and 2)
Exponential Functions
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Oct 8 Oct 10 Oct 12
Section 3.2 Sections 3.3-4 Section 2.6
Logarithmic Functions Applications Involving
Exp/Log Functions
Marginal Quantities
and Differentials
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  Oct 17 Oct 19
Fall Break 3.5: Derivatives of Exp/Log Functions Section 3.6
  Quiz # 4 ( 3.1-4) Elasticity of Demand
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Oct 22 Oct 24 Oct 26
Review for Test # 3 Test # 3 Section 4.1
Applications of Calculus
(Chapters 2 and 3)
Introduction to
Integral Calculus
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Oct 29 Oct 31 Nov 2
Section 4.2 Section 4.3 Sections 4.4-5
Antiderivatives and
the Area Under a Curve
The Fundamental Theorem
of Calculus
Properties of
Definite Integrals
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Nov 5 Nov 7 Nov 9
4.5: The Method of Substitution Section 4.6 Section 4.7
Quiz # 5 ( 4.1-4) Integration by Parts Tabular Integration
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Nov 12 Nov 14 Nov 16
Review for Test # 4 Test # 4 Sections 5.1-2
Integral Calculus
(Chapter 4)
Applications of
Integral Calculus
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Nov 19    
Sections 5.3-4 Thanksgiving Break Thanksgiving Break
Improper Integrals,
Introduction to Probability
   
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Nov 26 Nov 28 Nov 30
5.5: Mean and Standard Deviation Section 5.6 5.7: Differential Equations
Quiz # 6 ( 5.1-3) Using Integrals to
Calculate Volume
Quiz # 7 ( 5.3-6)
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Dec 3 Dec 5 Dec 7
Review Review Final Exam
    8:00-10:00 a.m.