week

Monday

Tuesday

Wednesday

Friday

Jan. 1822



9.1 R^3, points, distances

9.2 vectors in R^2, R^3

Jan. 2529

9.2/9.3 more vectors, dot product


9.3/9.4 dot product, cross product HW 1
due; solns

9.4/9.5 cross product, planes

Feb. 15

9.5 planes


9.5 lines HW 2 due; solns

9.6 functions and surfaces 
Feb. 812

9.7 cylindrical coordinates


9.7 spherical coordinates, 10.1 begun HW3
due; solns

midterm 1 solns A solns B

Feb. 1519

10.1/10.2 space curves, vector functions,
calculus with them


10.2 ct'd

10.3 arc length

Feb. 2226

10.4 velocity, acceleration


HW4 due; solns 11.1 functions of several
variables

11.2 limits and continuity

Feb. 29Mar. 4

11.3 partial derivatives


11.3/11.4 partial derivatives, tangent
planes HW5 due; solns

11.4/11.5 linearization, chain rule

Mar. 711

spring break


spring break

spring break

Mar. 1418

11.5 chain rule


11.6 gradient, HW6 due; solns

midterm 2; solns 
Mar. 2125

11.6/11.7 gradient concluded, max/min
begun


11.7 max/min concluded

Easter break

Mar. 28Apr. 1

Easter break


11.8 Lagrange multipliers

12.1/12.2 double integrals over
rectangles HW7 due; solns

Apr. 48

12.2/12.3 double integrals over general
regions


12.3/12.4 double integrals in polar
coordinates

12.4 polar continued, HW8 due;
solns

Apr. 1115

12.5 applications of double integrals to
probability 

12.7 triple integrals HW9 due; solns

midterm 3; solns 
Apr. 1822

Patriots Day


12.9 change of variables

13.1 vector fields

Apr. 2529

13.2 line integrals


13.2

13.3 fundamental theorem HW10 due; solns

May 26

no class

13.3

13.4 HW11 solns

