Our worked-out class notes will be posted here.
1.2: Finding limits Graphically and numerically (Monday, June 6)
1.3: Evaluating limits analytically (Monday, June 6 and Tuesday, June 7)
1.4: One-sided limits and continuity (Tuesday, June 7 and Wednesday, June 8)
1.5: Infinite limits (Wednesday, June 8)
3.5: Limits at infinity (Thursday, June 9)
2.1: The derivative and the tangent line problem (Thursday, June 9 and Monday, June 13)
2.2: Basic differentiation rules and rates of change (Monday, June 13; velocity added on Wednesday, June 15)
2.3: Product and quotient rules and higher order derivatives (Monday, June 13 and Tuesday, June 14; velocity added Thursday, June 16)
2.4: The chain rule (Tuesday, June 14)
2.5: Implicit differentiation (Thursday, June 16)
2.6: Related rates (Thursday, June 16 and Monday, June 20)
3.1: Extrema on an interval (Monday, June 20 and Tuesday, June 21)
3.2: Rolle’s and the Mean Value Theorem (Tuesday, June 21)
3.3: Increasing and decreasing functions and the First Derivative Test (Tuesday, June 21)
3.4: Concavity and the Second Derivative Test (Tuesday, June 21 and Wednesday, June 22)
3.6: Curve sketching (Wednesday, June 22)
3.7: Optimization (Wednesday, June 22)
4.1: Antiderivatives and indefinite integration (Thursday, June 23 and Monday, June 27)
4.2: Area (Tuesday, June 28)
4.3: Riemann sums and definite integrals (Tuesday, June 28)
4.4: The Fundamental Theorem of Calculus (Tuesday, June 28 and Wednesday, June 29)
4.5: Integration by substitution (Wednesday, June 29 and Thursday, June 30)
5.1: The natural logarithm function: Differentiation (Thursday, June 30)
5.2: The natural logarithm function: Integration (Thursday, June 30 and Tuesday, July 5)
5.4: Exponential functions: Differentiation and integration (Tuesday, July 5)
5.6: Inverse trigonometric functions: Differentiation (Thursday, July 7)
5.7: Inverse trigonometric functions: Integration (Thursday, July 7)
5.8: Hyperbolic functions (Thursday, July 7)
7.1: Area between curves (Thursday, July 7)