Prof. Robbin's 221 Syllabus: Fall 2006

(In the table "sec no" refers to the section number in the lecture notes.)

Date	sec no	topic	Thomas
T Sep 5	1	Algebra	pages 9-18
T Sep 5	2	Functions	pages 19-27
T Sep 5	3	Trigonometry	pages 48-58
R Sep 7	5	Tangent and Velocity	pages 73-83 and 134-140
R Sep 12	6	Limits	pages 84-90, 102-114, and 115-123
T Sep14	7	Two Limits in Trigonometry	page 105
T Sep14	8	Continuity	pages 124-133 and 147-149
T Sep 19	9	Derivatives Defined	pages 147-170
T Sep 19	10	Higher Derivatives and Differential Notation	page 168 and pages 221-231
R Sep 21	11	Implicit Functions	pages 205-213
T Sep 26	12	The Chain Rule	pages 190-194
R Sep 28	13	Inverse Functions	pages 466-475
R Sep 28	14	Differentiating Trig Functions	pages 183-190 and 517-527
T Oct 3	14	Reprise
R Oct 5	1-14	Exam I
T Oct 10	15	Exponentials and Logarithms	pages 486-500
R Oct 12	16	Parameteric Equations	pages 195-200
T Oct 12	17	Approximation*	pages 221-231 and 807-810
T Oct 17	19	The Derivative as A Rate of Change	pages 171-177
T Oct 17	19	Related Rates	pages 213-220
R Oct 19	20	Some Theorems about Derivatives	pages 255-270
T Oct 26	1-24	Exam II
R Oct 31	21	Curve Plotting	pages 270-277
T Nov 2	22	Max Min Word Problems	pages 278-292
R Nov 7	23	Exponential Growth	pages 502-510
T Nov 9	24	Indeterminate Forms*, Reprise	pages 292-299
T Nov 14	25	Antiderivatives	pages 307-318
R Nov 16	26	The Definite Integral	pages 325-355
T Nov 16	27	The Fundamental Theorem	pages 355-368
T Nov 21	28	Averages	page 351
R Nov 21	29	Change of Variables	pages 307-317
R Nov 21	33	Plane Area	pages 376-385
R Nov 30	16	Exam III
T Dec 5	31	Volumes	pages 396-415
T Dec 7	32	Arc Length	pages 416-423
XXXX	33	Surface Area	pages 436-446
XXXX	34	Center of Mass	pages 424-435