1.2 Slopes of curves at points 1.3 The derivative: Notations, Rules Power Rule (page 81) Excercises in textbook (pages 7576) Excercises in textbook (pages 8990) 1.4 Limits
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1.3 and 1.4 Limits and the limit definition of the derivative (page 87) 1.5 Continuity and differentiability at a point 1.6 More rules for derivatives General Power Rule (page 110)
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1.8 HW Questions 4.1 and 4.2 Natural Exponential Functions 3.2 Chain Rule for derivatives 4.3 Derivatives of y = e u where u = f(x)
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5.1 and 5.2 Applications of the Natural Exponential Function (Differential Equations) 6.1 and 9.1 Antidifferentiation (Integration)
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6.1 and 9.1 Integration 6.2 and 6.3 Riemann Sums and the Definite Integral
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Applications of the Definite Integral 6.5 Consumer's and Producer's Surplus 6.5 Future Value of a Continuous Stream 9.5 Present value of a Continuous Stream
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Begin Test 3 Material 4.4  4.6 Review of Natural Logarithms: identities and properties Derivative of y = ln x Derivative of y = ln u, u = f(x) (Chain Rule)
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Clean up Difference Equations (10.1, 10.2, 10.3, 10.4) Textbook 1.1 Review slopes of lines and equations of lines Textbook 1.2 Intro to the derivative: slope of a curve at a point.
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Curve Sketching using derivatives Jump to 3.1 Product and Quotient Rule for finding the derivative 2.5  2.7 Optimization: Geometric, Inventory, Business and Economics
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Difference Equations Finish Problem at end of Lecture 1 Buy House or Car, How much can you afford? Page 384 #20 Algebra Review: Solve for N a=bn Graphing by plotting points and analysis (page 399)
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Evaluate definite integrals (9.3 u substitution) 6.4 Application of the definite integral: Area of regions bounded by curves End of Test 3 material
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Final Exam Review
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Limit and limit definition of the derivative (Page 87) Continuity and differentiability (Section 1.5)
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Optimization: 2.5 Geometric, 2.6 Inventory, 2.7 Business and Economics Chapter 4 Natural Exponential Functions 4.1 Review 4.2 Derivative of f(x) = ex
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Overview of the course Supplements (not textbook): 10.1 Intro to Differential Equations 10.2 Solutions to Differential Equations
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Page 455 #25 6.2 and 6.3 Riemann Sums: Area under the curve using Definite Integral 9.3 Evaluating Definite Integrals ( with u substitution)
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Review for Test 3 4.4  5.2, 6.1  6.4, 9.1, 9.3
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Review Lecture 7, Answers to Webassign Begin Test 2 Material 1.8 Derivatives as a rate of change 2.1 and 2.2 Describing graphs using words and derivatives
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Solving Inequalities Finish drill in Ch 2, Sec 2 (Page 159) 2.3 and 2.4 Using Derivatives for Curve Sketching 2.5 Begin Optimization Problems (Applications of the derivative) ?
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Test 1 Review Difference Equations Textbook 1.1  1.7 New for Test 2: 1.8 Derivatives as a rate of change 2.1 and 2.2 Describing graphs using words and derivaives
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Test 2 Review 1.8, 2.1  2.7, 3.1, 3.2, 4.1  4.3 Begin Test 3 Material 4.4 Natural Logarithms (Review) 4.1 Derivative y = ln x
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