| Week | Date | Topic | Homework Due | Reading | Goals / Notes |
| 12 | 4/24/06 | Substitution II (25.3) | PS28: §25.1 #1, 5; §25.2 #1, 2, 3; | §25.3 | Be able to use the method of substitutions to find more complex antiderivatives |
| 4/25/06 | Workshop #9: Exam Review | ||||
| 4/26/06 | Slicing I (27.1) | PS29: §25.1 #19; §25.3 #2 | §27.1, examples 27.1 and 27.2 | Be able to find total "mass" when density varies and to solve similar problems that involve slicing | |
| 4/27/06 | Exam II from 7-9pm in Science Center Hall D. Your CA may be holding their problem session at a different time and place than normal. | ||||
| 4/28/06 | Slicing II (27.1) | Nothing due | |||
| 13 | 5/1/06 | Introduction to differential equations (15.2) | §27.1 #1, 2, 6, 8, 10, 20 | §15.2, particularly p. 298 | Understand the basic terminology of differential equations, Be able to determine whether a given function is a solution of a given differential equation, Be able to solve the differential equation y'=ky |
| 5/2/06 | Workshop#10 | ||||
| 5/3/06 | Differential equations (31.1) |
§15.2 #1, 2, 3, 6, 9 | §31.1, particularly example 31.2 | Be able to write a differential equation which models a particular situation (including "mixing problems") | |
| 5/4/06 | Problem Session | ||||
| 5/5/06 | Solutions to Differential Equations (31.2) | §31.1 #1, 2, 3 | §31.2, p. 992 | Be able to use a slope field to visualize a
differential equation, Be able to determine whether a given
function is a solution of a given differential equation, Be able to
solve differential equations of the form dy/dt=f(t) [Click here for dfield] |
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