Lecture Plan

The following is a tentative schedule for the course. Please check back regularly for updates as the term progresses.

Class Day	Topics	Textbook Section(s)
Week 1.1 1/6 (M)	Differentiation (review), Integration (review), Sequences, Series	11.1, 11.2
Week 1.2 1/8 (W)	Series, Integral Test	11.2, 11.3
Week 1.3 1/10 (F)	Integral Test, Comparison Test	11.3, 11.4
Week 2.1 1/13 (M)	Alternating Series, Ratio Test	11.5, 11.6
Week 2.2 1/15 (W)	Power Series, Radius of Convergence	11.8
Week 2.3 1/17 (F)	Functions as power series	11.9
Week 3.1 1/21 (T) or 1/22 (W)	Taylor Series	11.10
Week 3.2 1/22 (W) or 1/23 (Th)	Taylor Series	11.10
Week 3.3 1/24 (F)	Midterm Exam 1 Review
1/27 (M) 5pm-7pm	Midterm Exam 1
Week 4.1 1/27 (M)	Coordinates and Vectors	12.1, 12.2
Week 4.2 1/29 (W)	Dot Product & Projection	12.3
Week 3.3 1/31 (F)	Dot Product & Projection	12.3
Week 5.1 2/3 (M)	Cross Product & Geometry	12.4
Week 5.2 2/5 (W)	Representing Lines & Planes	12.5
Week 5.3 2/7 (F)	Representing Lines & Planes	12.5
Week 6.1 2/10 (M)	Vector Functions	13.1
Week 6.2 2/12 (W)	Derivatives and Integrals of Vector Functions	13.2
Week 6.3 2/14 (F)	Midterm Exam 2 Review
2/17 (M) 5pm-7pm	Midterm Exam 2
Week 7.1 2/17 (M)	Functions of Several Variables	14.1, 14.2
Week 7.2 2/19 (W)	Partial Derivatives	14.3
Week 7.3 2/21 (F)	Tangent Planes	14.4
Week 8.1 2/24 (M)	Chain Rule	14.5
Week 8.2 2/26 (W)	Gradient & Directional Derivatives	14.6
Week 8.3 2/28 (F)	Gradient & Directional Derivatives	14.6
Week 9.1 3/3 (M)	Mins & Maxs	14.7
Week 9.2 3/5 (W)	Lagrange Multipliers	14.8
Week 9.3 3/7 (F)	Final Review
TBD	Final Exam