Jan	19		Introduction to Course			21/23	4.3, 4.4	Exponential Growth, Compound interest, Exponential decay
	21	1.4	Linear functions			25	5.1	Integration
	24	2.1-2.2	Limits,  Continuity			28	5.2	Area and definite integrals
	26	2.3-2.4	The derivative			30	5.3	Limits of sums
	28	2.4-2.5	Differentiation via limits,  via formulas		Apr	1	5.4	Properties of definite integrals
	31	2.6	Applications:  Physics,  Business			4	5.5	Integration by substitution
Feb	2	2.7-2.8	More diff'n formulas,  Chain rule			6	5.5	More integration by substitution
	4	2.8-2.9	Chain rule,  Higher derivatives			8	6.1	Consumer's and producer's surplus
	7	3.1	Role of first derivative,  Rel. max, min			11		Review
	9	3.2	Role of second derivative			13	EXAM 3
	11	3.3	Rational functions,  Asymptotes			15	6.3	Improper integrals
	14		Review			18	6.4	Probability
	16	EXAM 1				20	6.5	Expected value, Mean (to top of p.469)
	18	3.4	Absolute maximum, minimum			22	6.6	Volume
	21	3.5	Absolute max- min problems,  Business Applications			25	7.1-7.2	Partial derivatives
	23	3.5-3.6	More problems,  Differentials			27	7.3-7.4	Higher order partial derivatives, Relative extrema, Critical points
	25	3.7	Implicit differentiation,  Related rates			29	7.3-7.4	More Higher order partial derivatives, Relative extrema, Critical points
	28	3.7-4.1	Related rates,  Exponential functions		May	2	7.7	Double Integrals
Mar	2	4.1-4.2	Exponentials and logarithms			4		Review
	4	4.2	Logarithmic function			6		Review
	7		Review			12	Exam 4	11:20 AM - 1:20 PM
	9	EXAM 2
	11		Teacher's Choice
			Spring Break: March 12-20