Our worked-out class notes will be posted here.

1.2: Finding limits graphically and numerically (Monday, August 29 and Wednesday, August 31)
1.3: Evaluating limits analytically (Wednesday, August 31 and Wednesday, September 7)
1.4: Continuity and one-sided limits (Wednesday, September 7, and Monday, September 12)
1.5: Infinite limits (Wednesday, September 14)
3.5: Limits at infinity (Wednesday, September 14 and Monday, September 19)
For more examples in 3.5, look in the Archives of previous 2413 classes. (I flubbed my files and inadvertently used one of the archived files in class instead of the usual blank version. We ended up working most problems on the whiteboard, but the solutions in the Archives files should be similar. Sorry!)

2.1: The derivative and the tangent line problem (Monday, September 26)
2.2: Basic differentiation rules and rates of change (Wednesday, September 28)
2.3: Product and quotient rules and higher-order derivatives (Wednesday, September 28 and Monday, October 3)
2.4: The chain rule (Wednesday, October 5)
2.5: Implicit differentiation (Wednesday, October 5 and Monday, October 10)
2.6: Related rates (Monday, October 10 and Wednesday, October 12)

3.1: Extreme values (Monday, October 17)
3.2: Rolle’s Theorem and the Mean Value Theorem (Monday, October 24)
3.3: Increasing and decreasing functions and the first derivative test (Monday, October 24)
3.4: Concavity and the Second Derivative Test (Monday, October 24 and Wednesday, October 26)
3.6: A summary of curve sketching (Wednesday, October 26 and Monday, October 31)
3.7: Optimization (Monday, October 31 and Wednesday, November 2)
3.9: Differentials (Wednesday, November 2)

4.1: Antiderivatives and indefinite integration (Wednesday, November 9)
4.2: Area (Monday, November 14)
4.3: Riemann sums and definite integrals (Monday, November 14)
5.1: The natural logarithmic function – differentiation (Monday, November 21)
5.2: The natural logarithm – integration (Monday, November 21 and Monday, November 28)
5.4: Exponential functions – differentiation and integration (Monday, November 28)
5.6: Inverse trigonometric functions – differentiation (Wednesday, November 30)
5.7: Inverse trigonometric functions – integration (Wednesday, November 30)
5.8: Hyperbolic functions (Wednesday, December 7)
7.1: Area between curves (Wednesday, December 7)

The 5.2 notes from Monday 11/28 did not save properly for some reason–therefore the notes do not include the problems we worked in class Monday. Most of these problems are solved in the Archive Notes, but you may have to jump between semesters to get them all. It looks like Fall 2014 is the closest to being complete. Sorry!!