Class 36 (M 11/17) read 5.8 for next time; no new problems.
Class 35 (F 11/14): do (5.6, page 284) # 1, 3 and (5.7, page 292) #
9, 16.
Class 34 (W 11/12): read 5.6 and 5.7 for the next two classes; do
(5.4, page 271) # 4, 14, 20.
Class 33 (M 11/10): read 5.4 for next time; no new problems.
Hand in homework from 5.1, 5.2, and 5.3 on M 11/10 if you want the
TA to
check your solutions.
Class 31 (W 11/5): do (5.2, page 249) # 9, 20.
Class 30 (M 11/3): read 5.2 and 5.3 (next 3 classes); do (5.1, page
249) # 7, 18, 21, 22, 25, 28.
Read 5.1 and the handout on
Taylor series for M 11/3.
Class 27 (M 10/27): do (3.7, page 190) # 3, 13, 21, 22, 23.
Class 26 (F 10/24): read 3.7 and 4.4; do (3.6, page 184) # 7, 8, 28
and (4.3, page 235) # 14, 18.
Class 25 (W 10/22); read 3.6 and 4.3; do (5.5, page 278) # 3, 8, 18,
21c.
Class 24 (M 10/20): Read 5.5, especially exercise 23, page 278; do
(4.2, page 230) # 11, 12, 18, 38ab.
Read 4.2 next.
Hand in homework from 3.4 and 3.5 on M 10/20 if you want the TA to
check your solutions.
Class 23 (F 10/17): do (3.5, page 172): # 18, 26, 38.
Class 22 (W 10/15): do (3.4, page 164) # 3, 7, 11.
Read 3.4 and 3.5 next.
Hand in homework from 3.3 and 4.1 on M 10/13 if you want the TA to check your solutions.
Classes 20 and 21 (F 10/10 and M 10/13): do (4.1, page 222) # 11,
15, 19, 21, 22.
Class 19 (W 10/8): read the last part of 4.1; do (3.3, page 158) #
12, 17, 23, 25, 27.
Read the handout summarizing
definition and properties of the determinant function on n by n
matrices.
Hand in homework from 3.1 and 3.2 on M 10/6 if you want the TA to check your solutions.
Classes 17 and 18 (F 10/3 and M 10/6): read 3.3; do (3.2, page 151) # 4, 10, 16, 25.
Class 16 (W 10/1): read 3.2 and the first two pages of 4.1; do (3.1,
page 142) # 4, 17, 18.
Read 3.1 for Class 16 (W 10/1).
Hand in homework from 2.5 and 2.8 on M 9/22 if you want the TA to
check your solutions.
Classes 10 through 13: do (2.8, page 117) # 1, 2, 3ac, 6ac, 13, 14.
Read 2.8 and the associated handout,
in which the existence and uniqueness theorems (2.4.2 and 2.8.1) are
proved.
Hand in homework from 2.3 and 2.5 on M 9/15 if you want the TA to
check your solutions.
Classes 8 and 9 (F 9/12 and M 9/15): read 2.5; do (2.5, page 88) #
7, 16, 17a, 22, 28.
Class 7 (W 9/10): read 2.3; do (2.3, page 59) # 9, 12, 24; read 2.5
for F 9/12.
Read 2.3 next.
Hand in homework from 2.6 and 2.4 on M 9/8 if you want the TA to
check your solutions.
Classes 3 and 4 (F 8/29 and W 9/3): for 2.6 read the handout on the Implicit Function Theorem and
read the handout on differentiating under
the integral sign; do
(2.6, page 99) # 1, 4, 19.
Class 2 (W 8/27): read 2.2 and 2.6; do (2.2, page 47) # 13, 15.
Class 1 (M 8/25): read Chapter 1; this is to get an overview of the
subject and to review some aspects of differential equations that you
should have seen before (in calculus); read 2.1 and problem 38 (page
41); do problems 7, 17 (page 39).