Chapter/Section	Topic	Problems ( eo=every other odd, o=odd)	Due Date
P1	Graphs	p
P2	Linear Models	p
P3	Functions	p
P4	Fitting Models	p
1.1	Calculus Preview	p
1.2	Finding Limits	p53. #3,5,8,9,11-21,40
1.3	Evaluating Limits	p64. #1-31(o),33-36,37-52(o),57,59,63,73
1.4	Continuity	p.75 #1,2,5-10,11-23(o),27-48(o),55,63,             65,67-70,75,59,84,85,95
1.5	Infinite Limits	p.84 1-5,8,9-23(o),29-41(o),47,49,52,53
2.1	Derivatives and Tangents	p98#1,2,3,15-17(o),21,25-32,33,37,47,          51-59(o)
2.2	Differentiation Rules	p110#2,3-15(o),17-21(o),25,27,29,31-41,           44,65, 71,73
2.3	Product and Quotient Rules	p.121 #1-41(o),51-55(o),67,73-77(o),80,87,88
2.4	Chain Rule	p.130 #1-30,35,43-52,53-63(o),69,71,              75,76,80
2.5	Implicite Differentiation	p.139 #1-23(o),29,31,41
2.6	Related Rates	p. 146 #4, 6a,7a,13,16,28b
3.1	Extrema	p.160#1-6,7,9-11,13-17(o),23,29-32,33a             35a,36a,b,48
3.2	Rolls Theorem and the MVT	p.167#1,3,4,7-13(o),21,27,30,31,33,43
3.3	First Derivative Test	p.176#1-7,10,12,15,19,21,27,29,37,39,             43-47(o),54
3.4	Concavity	p. 184#1-6,
3.5	Limits at Infinity	p.193
3.6	Summary	p. 202
3.7	Optimization	p. 210
3.9	Differentials	p. 226
4.1	Anti-derivatives	p. 248