
Math 2110  Multivariable Calculus 
Fall 2014

teplyaevmath.uconn.edu
http://www.math.uconn.edu/~teplyaev
office: MSB 222
office hours: Monday, Wednesday, Friday  11:00am  1:00pm (to confirm time, send me email before coming)
HW: read the assigned sections, including examples, and do the suggested exercises. Ask questions in class.
Grading policy: there
will be 5 tests in class, one after each chapter.
Each chapter test contributes 20% for the final grade.
The final exam can replace up to two chapter tests (when the final grade is computed, the lowest scores are not included).
WebAssign will be setup within 1 week.
With extended deadline and multiple attempts allowed,
it is expected that each student will have 100%
results on WebAssign HW.
Each 1%
missed on the WebAssign HW will be subtracted from the final results.
The textbook HW is not graded, but the tests will be based on these problems.
date
 sections
 topics
 HW

M, Aug 25
 12.1, 12.2
 3D, Vectors in three dimensions
 all odd

W, Aug 27
 12.3
 Dot product
 151 odd

F, Aug 29
 12.4
 Cross product
 141 odd

M, Sept 1

 no class, Labor Day

W, Sept 3
 12.5
 Lines and planes in space
 175 odd

F, Sept 5
 12.6
 Cylinders and quadric surfaces
t.nb
t.html
 135 odd

M, Sept 8

 review


W, Sept 10

 Test 1 based on the HW given above and examples in the textbook. One hand written page of notes is allowed.


F, Sept 12
 13.1
 Curves
curves.nb
curves.html
curvestangent.nb
curvestangent.html
 127 odd

M, Sept 15
 13.2
 Derivatives and integrals
 925 and 3339 odd

W, Sept 17
 13.3
 Arc Length and Curvature
 129 odd

F, Sept 19
 13.4
 Motion in space: velocity and acceleration
 315 odd, and 37, 39, 41 review ## 9, 11, 17

M, Sept 22

 Test 2 based on the HW given above and examples in the textbook. One hand written page of notes is allowed.


W, Sept 24
 14.1 14.2
 Functions of several variables Limits and continuity
Plot3D.nb
Plot3D.html
 14.1 ## 729 odd 14.1## 521 odd

F, Sept 26
 14.3
 Partial derivatives
 11, 1559 odd

M, Sept 29
 14.4
 Tangent planes and linear approximations Plot3Dtangent.nb
Plot3Dtangent.html
 119 odd

W, Oct 2
 14.5
 The chain rule
 111 and 2733 odd

F, Oct 3
 14.6
 Directional derivatives and the gradient vector
 533 odd

M, Oct 6
 14.7
 Max and Min Plot3Dmaxmin.nb
Plot3Dmaxmin.html
 119 and 2935 odd

W, Oct 8
 14.8
 Lagrange Multipliers
 319 odd

F, Oct 10

 review


M, Oct 13

 Test 3 based on the HW for sections 14.314.8 and examples in the textbook. One hand written page of notes is allowed.


W, Oct 15
 15.1, 15.2
 Double and iterated integrals
 15.1 ## 1,3,5 15.2 ## 3,15,27,31,35

F, Oct 17
 15.3
 2D integrals
 127 and 3949 odd

M, Oct 20
 15.4
 Polar coordinates
 111 odd

W, Oct 22
 15.5, 15.6
 Applications, surface integrals
 15.5 ## 111 odd, 27, 29 15.6 ## 111 odd

F, Oct 24
 15.7
 Triple integrals
 15.7 ## 121 odd

M, Oct 27
 15.8, 15.9
 Cylindrical and Spherical coordinates
 15.7 ## 3,5,7,9,11,17,25 15.8 ## 3,5,7,9

W, Oct 29
 15.10
 Change of variables
 119 odd

F, Oct 31

 review, pages 10741076
 131, 4551 odd

M, Nov 3

 Test 4 based on the HW for Chapter 15 and examples in the textbook. One hand written page of notes is allowed.


W, Nov 5
 16.1, 16.2
 Vector
fields,
Line
integrals
 16.1 ## 117 odd 16.2 ## 115 odd

F, Nov 7
 16.3
 FTLI (FTC)
 39 and 1521 odd

M, Nov 10
 16.4
 Green's theorem
 111 and 1721 odd

W, Nov 12
 16.5
 Divergence and curl
 17 and 1525 odd, 30, 31 (also 12, 33, 38)

F, Nov 14
 16.6
 Parametric surfaces and their areas
 3743

M, Nov 17
 16.7
 Surface integrals

711, 1927 odd

W, Nov 19
 16.8
 Stokes' theorem
 119 odd

F, Nov 21
 16.9
 Divergence theorem
 19 odd


 Thanksgiving Break

M, Dec 1
 16.10
 Review

all odd questions

W, Dec 3

 Test 5 based on the HW for Chapter 16 and examples in the textbook. One hand written page of notes is allowed.

F, Dec 5

 review

Final exam:
W 12/10/14 8:00am10:00am
Five hand written pages of notes are allowed.

Description
Description: Multivariable Calculus
Four credits. Four class periods. Prerequisite: MATH 1132 or 1152 or a score of 4 or 5 on the Advanced Placement Calculus BC exam. Recommended preparation: A grade of C or better in MATH 1132. Not open for credit to students who have passed MATH 220 or 2130 or 2143.
Two and threedimensional vector algebra, calculus of functions of several variables, vector differential calculus, line and surface integrals. Offered: Fall Spring
Credits: 4


