Syllabus draft [PDF]
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Syllabus
1 What is Calculus? Jan 27 Mon
2 Functions Jan 29 Wed
3 Limits Jan 31 Fri
4 Continuity Feb 3 Mon
5 Intermediate value theorem Feb 5 Wed
6 A fundamental theorem Feb 7 Fri
7 Rate of Change Feb 10 Mon
8 Derivative as a function Feb 12 Wed
9 Product and Quotient rule Feb 14 Fri
Presidents day Feb 17 Mon
10 Chain rule Feb 19 Mon
11 Extrema Feb 21 Wed
12 Global extrema Feb 24 Wed
13 Hopital rule Feb 26 Fri
14 Newton method Mar 28 Fri
15 Review Mar 2 Mon
16 First midterm Mar 4 Wed
17 Catastrophes Mar 6 Fri
18 Definite integrals Mar 9 Mon
19 The fundamental theorem Mar 11 Wed
20 Anti-derivatives Mar 13 Fri
Spring break: Mar 14- Mar 22
21 Computing areas Mar 23 Mon
22 Computing volumes Mar 25 Wed
23 Improper integrals and applications Mar 27 Fri
24 Applications of integration Mar 30 Mon
25 Substitution Apr 1 Wed
26 Integration by parts Apr 3 Fri
24 Review for second midterm Apr 6 Mon
25 Second midterm Apr 8 Wed
29 Numerical integration Apr 10 Fri
30 Partial fractions Apr 13 Mon
31 Trig substitutions Apr 15 Wed
32 Calculus and statistics Apr 17 Fri
33 Calculus and economics Apr 20 Mon
34 Calculus and computing Apr 22 Wed
35 Calculus and music Apr 24 Fri
36 Calculus and data Apr 27 Mon
37 Review Apr 29 Wed