Spring 2012

This schedule is subject to change.

Date Topic
Wed 1/18 Introduction, 5 Definite integrals (review), 6.1 Graphical and numerical antiderivatives
Fri 1/20 More 6.1, 6.2 Analytical antiderivatives
Mon 1/23 More 6.2, 6.3 Differential equations
Wed 1/25 6.4 Fundamental Theorem of Calculus
Fri 1/27 6.5 Equations of motion
Mon 1/30 7.1 u-substitution
Wed 2/1 7.2 Integration by parts
Fri 2/3 7.3 Tables, 7.4 Algebraic simplification, and Maple
Mon 2/6 7.5, 7.6 Approximating definite integrals
Wed 2/8 7.7 Improper integrals, 8.1 Area and volume
Fri 2/10 More 8.1
Mon 2/13 Catch up, review
Wed 2/15 First exam (in class)
Fri 2/17 8.2 Geometric applications
Mon 2/20 8.3 Integrals in polar coordinates
Wed 2/22 8.4 Density
Fri 2/24 8.5, 8.6 Applications - physics and economics
Mon 2/27 8.7, 8.8 Distribution functions, probability
Wed 2/29 Applications
Fri 3/2 9.1 Sequences
Mon 3/5 9.2 Geometric series
Wed 3/7 9.3, 9.4 Convergence, ratio test
Fri 3/9 9.5 Power series
Mon 3/12 Spring break
Wed 3/14
Fri 3/16
Mon 3/19 10.1 Taylor polynomials
Wed 3/21 10.2 Taylor series
Fri 3/23 10.3 Finding and using Taylor series
Mon 3/26 More 10.3
Wed 3/28 More 10.3, 10.4 Error estimates
Fri 3/30 Catch up, review
Mon 4/2 Second exam (in class)
Wed 4/4 11.1 Differential equations, 11.2 Slope fields
Fri 4/6 Easter break
Mon 4/9 More 11.2, 11.3 Euler's method
Wed 4/11 11.4 Separation of variables
Fri 4/13 11.5 Growth and decay
Mon 4/16 11.6 Applications
Wed 4/18 11.7 Population models
Fri 4/20 11.8 Systems of differential equations
Mon 4/23 Appendix B Complex numbers
Wed 4/25 More App. B, 11.10 Second-order differential equations
Fri 4/27 More 11.10, 11.11 Second-order differential equations
Mon 4/30 Catch up, review