Date  Chapter  Description 

Week 1 (of Aug 17)  10.1  Parametric curves 
 10.2  Differentiating param. curves 
  Integrals and arc lengths of param. curves 

Week 2 (of Aug 24)  10.3  Polar coordinates, polar equations 
 10.4  Area of polar regions 
  Arc lengths of polar curves 

Week 3 (of Aug 31)  11.1  Sequences 
 11.2  Limits of sequences; series 
  Adding and reindexing series 

Week 4 (of Sep 7)   (Labor Day is Sep 7) 
 11.2  Test for divergence; geometric series 
  Telescoping series 

Week 5 (of Sep 14)  11.3  Integral Test 
 11.4  Direct comparison 
 11.5  Direct comparison examples; alternating series 

Tuesday, Sep 22   Exam 1, 7:00pm – 8:50pm 

Week 6 (of Sep 21)  11.5  Review / catchup 
  Alternating Series Test 
  Alternating Series Estimation 

Week 7 (of Sep 28)  11.6  Absolute convergence (W drop deadline Sep 28th) 
  Ratio Test 
 11.8  Power series 

Week 8 (of Oct 5)   (Fall Break is Oct 56) 
 11.8  Intervals and radii of convergence for power series 
  Representing functions as power series; power series operations 

Week 9 (of Oct 12)  11.10  Differentiation of power series; Taylor series 
  Taylor series 
 12.1  3 dimensions: coordinates and vectors 

Tuesday, Oct 20   Exam 2, 7:00pm – 8:50pm 

Week 10 (of Oct 19)   Review / catchup 
 12.2  Adding and scaling vectors 
  Introduction to Mathematica (in Allen 14 on Oct 21st and 22nd) 

Week 11 (of Oct 26)  12.3  Dots products of vectors 
 12.4  Cross products of vectors 

Week 12 (of Nov 2)  12.4  More cross products 
 12.5  Lines and planes in 3space 
 12.6  Cylinders and quadrics, traces 

Week 13 (of Nov 9)  13.1  Vector functions  parametric curves in 3space 
 13.2  Derivatives and integrals of vector functions 
 13.3  Arc length and curvature 

Tuesday, Nov 17   Exam 3, 7:00pm – 8:50pm 

Week 14 (of Nov 16)   Review 
 13.3  Curvature 

Week 15 (of Nov 23)  13.4  Velocity and acceleration in 3space 
  (Thanksgiving break is Nov 25 — 27!) 

Week 16 (of Nov 30)  13.4  Acceleration and the TNB frame 
  Review / catchup / additional topics 


Dec 10  Final exam  (12:00pm – 3:00pm Sec 2) 
  (3:00pm – 6:00pm Sec 8) 