LECTURE SCHEDULE, MAT 142, Fall 2005

Week of  Sections  Holidays and Exams

8/29  7.1-7.4  First Lecture, Monday 9/29
9/5  7.7-7.8  No class, Mon 9/5
9/12  8.1-8.3
9/19  8.4,8.5,8.7
9/26  8.8, review
10/3 exam No class Mon-Wed 10/3-10/5

First exam, Friday 10/7

10/10  9.1-9.2
10/17  9.3-9.4
10/24  11.1-11.2
10/31  11.3-11.4
11/7 review,exam Second exam Friday 11/11
11/14  11.5-11.6
11/21  11.7-11.8
11/28 11.9 No class Wed-Fri
12/5  11.10-11.11
12/12  review, final  Final, Fri Dec 16, 11-1:30

HOMEWORK, MAT 142, Fall 2005

Section: Topic  Problems:
7.1  Inverse functions  34,36,48,49,50
7.2  Natural Logs  28,32,42,75,77a
7.3  Exponential function  38,60,68,74,82
7.4  Base a exponentials  40,62,88,89,92
7.7  Inverse Trig functions  14,74,104, 119,127,128,147
7.8  Hyperbolic functions  44,60,77,79,85
8.1  Integration formulas  18,38,44,50,54,66
8.2  Integration by parts  31,33,37,44
8.3  Partial fractions  12,20,22,45,50,51
8.4  Trig integrals  10,16,24,34,45,46
8.5  Trig substitutions  12,26,41,44
8.7  Numerical integration  33,34, 47,48,49,51
8.8  Improper integrals  36,44,50,58,65,66,67,69
9.1  Slope fields, separable eqns 10,12,14,19-22
9.2  First order eqns  6,10,16, 26,32,34
9.3  Euler’s method  2,3,11,12,13
9.4  Autonomous eqns  2,4,10, 18bcd
11.1  Sequences  24,36,46,50,90,117,125,127
11.2  Infinite series  8,16,26,36,40,66,71,75,77
11.3  Integral test  2,10,14,22,32,37,38,39,42
11.4  Comparison tests  2,8,14,28,36,38,40
11.5  Ratio and root test  2,8,14,22,30,45,47
11.6  Alternating series, abs. conv. 2,6,14,22,34,54,57,61a
11.7  Power series  8,16,28,39,41,42,46
11.8  Taylor series  2,4,8,21,26, 29
11.9  Convergence of Taylor series 2,5,8,13,25,30a
11.10  Applications  3,14,19,37,39,58,66
11.11  Fourier series  3,4,5,16