Topic 
Date 
Introduction to limits, day 1 
8/27/2012 
section 2.1, limits, day 2 
8/28/2012 
Limits day 3 
8/30/2012 
section 2.2, limits involving infinity, day 1 
8/31/2012 
section 2.2, day 2: End behavior of a function 
9/4/2012 
Section 2.3, day 1, continuity 
9/6/2012 
Section 2.4, instantaneous rate of change 
9/17/2012 
Section 3.1, day 2: Given the graph of a function, sketch its
derivative graph 
9/20/2012 
Section 3.2, day 2: Computing derivatives with the calculator 
9/27/2012 
Given the graph of y = f ' (x) , draw a possible graph of y = f (x) 
9/28/2012 
Section 3.3: Shortcuts for symbolically computing derivatives
(Power, Product and Quotient Rules) 
10/4/2012 
section 3.4, day 1: Velocity, acceleration, and position functions 
10/5/2012 
section 3.4, day 2 
10/8/2012 
section 3.8, day 2 
10/23/2012 
section 3.9, Deriv. of exponential and logarithmic functions 
10/25/2012 
Section 4.3, day 1, local extreme values of a function 
11/2/2012 
Absolute extreme values of a function 
11/6/2012 
Absolute extreme values on a closed interval 
11/8/12 
Concavity and inflection points of f(x) 
11/9/2012 
Curve Sketching 
11/13/2012 
The Second Derivative Test (section 4.3) 
11/13/2012 
Optimization: section 4.4, day 1 
11/26/2012 
Optimization section 4.4, day 2 
11/27/2012 
Related Rates, day 1, section 4.6 
11/29/2012 
Related rates, day 2, section 4.6 
11/30/2012 
Related rates, day 3, section 4.6 
12/3/2012 
Related Rates Law of Cosine
worksheet:
1, 2,
3,
4

12/3/2012  12/7/2012 
Related Rates day 4, section 4.6 
12/4/2012 
5.1: Introduction to Riemann Sums 
1/7/2013 
An introduction to Antiderivatives 
1/10/2013 
5.4: Area Accumulation functions and their derivatives 
1/15/2013 
6.1: Introduction to Slope fields 
1/25/2013 
6.1, day 2: Solving separable differential equations 
1/29/2013 
6.2: usubstitution 
1/31/2013 
Integral as a net change: 2007 AB2 Form B 
2/26/2013 
Area of regions on the xy plane made by multiple curves (7.2, day 1) 
3/5/2013 
More on area of regions on the xy plane via integral calculus 
3/7/2013 
7.3: Volumes of solids with a base on the xy plane and known cross
sections perpendicular to the region 
3/8/2013 
7.3: Volumes of solids made by rotations about an axis via method of
disk 
3/13/2013 
7.3: Volumes of solids made by rotations about an axis via washer method 
3/14/2013 
7.3, compute volumes of solids made by rotation via method of Shells 
3/15/2013 
a review of 7.3 (calculating volumes by washer/disk and shells method) 
3/18/2013 