3F01
.M.1Itivariab1eCalculus (Sections 14): Fall 2009 I Exam #3
. Circle'Recitation InStruc'to'r:- Em NNqs
Name: wk Section: 5 pk:
O 10
Cons'ldepv +\q nons\n3u\o-\r MG"\"X A: O I
O I I
'4
a) Fund A
soO\ \ol ru|o\ 10
o\0'i2 0&0 (SENS; 00 [0 O
00v boil
10mm Setbumtes and SW65
Lim‘ﬁs o4? Segue/ﬂees 1' at
'05 Th6: \mﬁgml Test
H O? x 4hr CM X22. .
90 0°
W: raid" and it mex bo+h convexqe, or
bo’m (imagi-
' «'r Vt
{12.43% fix .i'“ a 3
me sum. 10M mmmq W5, (MGM Md (anathema!) Cquwce.
mequ if
0 Wis Ore pos
Spring 2004
CALCULUS II
ASSIGNMENT 6
Due Thursday, March 18, 2004
This assignment is based on sections 9.1 9.2 of the text. It involves mostly pencil-and-paper work, with
some Maple.
You should turn in the following.
Handwritten sheets containing the ana
Spring 2004
CALCULUS II
ASSIGNMENT 5
Due Thursday Feb 26, 2004, in recitation.
This assignment is based on sections 8.7 8.10 of the text. It involves mostly pencil-and-paper work, with
some Maple.
You should turn in the following.
Handwritten sheets cont
For those of you who missed the first class, we discussed the syllabus in detail. Please go to LMS to read it. If you need
access to LMS, please send me an e-mail at [email protected] If you have any questions at all about anything in the
syllabus, please a
Spring 2004
CALCULUS II
ASSIGNMENT 8 Solutions
EXERCISES
1. The dot product of two vectors u =< u1 , u2 , u3 > and v =< v1 , v2 , v3 > is defined, in the geometric
sense, as
u v = |u| |v| cos ,
where is the smaller angle between them. In analytical terms,
Spring 2004
CALCULUS II
ASSIGNMENT 3 SOLUTIONS
EXERCISES
1. (Pencil and paper) In each case indicate why the integral is improper. Express it as the limit of a proper
integral and determine whether the integral is convergent or divergent. If the integral