Math 211-01 Spring 2019 Schedule (Syllabus)

Prof. Tanya Leise   MWF 10am SMudd 206 plus Thurs 9am SMudd 207

Text: Stewart Multivariable Calculus 7E

Date
Topic
For Practice
To Hand In Due Date
1/28-2/1        
M
12.1,2 Vectors, vector space R3 12.1: 5,11,13,15
12.2: 15,21,25,29
12.1: 12,14,18
12.2: 26,28,41
Mon 2/4
W
12.3 Dot product
Vectors practice
12.3: 1,3,7,9,15,23,31,39
12.3: 24,26,32,45
Mon 2/4
Th More vectors practice      
F
12.4 Cross product, det
Cross product practice
12.4: 3,9,11,19,33,37
12.4: 16,20,44,46,49
Thurs 2/7
2/4-8
       
M
12.5 Lines, planes
Line and plane example
12.5: 5,9,13,19,23,27,35,45,51,53,55 12.5: 12,26,28,34,61,66,75 Thurs 2/7
W
Finish chapter 12 - lines and planes practice
Graphing in Mathematica
     
Th 13.1 Vector functions - vector fns practice
Space curves and completed version
13.1: 1,3,17,21-26,27,39 13.1: 30,40,42,47 Thurs 2/14
F
13.2 Derivatives, integrals 13.2: 3,9,13,19,21,23,33,35,37,51 13.2: 24,27,32 Thurs 2/14
2/11-15
       
M
13.3 Normal vector, curvature
Curvature practice
13.3: 1,3,11,17,19,23,47
13.3: 18,24,32
Mon 2/18
W
13.4 Motion in space
13.4: 5,13,15,19,37 13.4: 22,39,44
Mon 2/18
Th 14.1 Functions of several vars - visualization practice
Level curves
     
F
14.2 Limits and continuity 14.1: 1,7,11,13,15,29,47,59-64
14.1: 18,28,46,52
Thurs 2/21
2/18-2/22        
M
14.2 cont'd
Limits in plane
     
W
Ferris wheel
14.2: 7,9,13,31,35,37
Practice epsilon-delta proof for 13
14.2: 14,18,38,39
Do epsilon-delta proof for 14
Thurs 2/28
Th 14.3 Partial derivatives
Partials in Mathematica
14.3: 1,11,17,21,23,33,45,47,51,61,95
14.3: 4,52,74,79,100
Thurs 2/28
F
Review for Exam 1
Review sheet
   
2/25-3/1
     
M
Exam 1      
W
Partials practice and 2nd partials practice      
Th 14.4 Tangent planes, linearization - practice
Tangent planes
14.4: 1,15,19,43,45 14.4: 6,13,21,42,44,46 Thurs 3/7
F
14.5 Chain rule
14.5: 1,7,11,15,27,31
14.5: 14,34,42
Thurs 3/7
3/4-8
       
M No class (giving talk at data science conference)      
W
14.6 Directional derivative, gradient
Directional derivative
Gradient practice (topo map examples)

14.6: 1,5,7,11,23,27,29,41,63 14.6: 12,24,28,34,42,52,64a Thurs 3/21
Th 14.7 Max/min values
14.7: 3,5,31,49 14.7: 6,16,34,50,54
Thurs 3/21
F
Extrema practice      
3/9-3/17
Spring break      
3/18-22
       
M
14.8 Lagrange multipliers
Lagrange multipliers demo

14.8: 1,3,7,21 14.8: 4,6,9,30 Mon 3/25
W
15.1,15.2 Iterated integrals 15.1: 3,11,13    
Th 15.2 cont'd
Double integral practice
15.2: 3,5,7,11,37 15.2: 14,25,29,35 Thurs 3/28
F
15.3 General double ints. 15.3: 7,15,19,43,49 15.3: 18,20,24,44,46,50,60 Thurs 3/28
3/25-29        
M
15.3 cont'd
Monte Carlo integration

     
W
15.4 Polar coordinates
15.6 Surface area
15.4: 1,5,7,11,13,19,29
15.6: 1,7
15.4: 10,12,17,25,30,37
15.6: 2,6,10
Thurs 4/4
Th 15.7 Triple integrals
15.7: 3,7,13
15.7: 14,19,22,53 Thurs 4/4
F
Review for exam Review sheet    
4/1-5
       
M
Exam 2      
W
15.8 Cylindrical coords 15.8: 7,9,17,25

15.8: 20,21,23,24
Thurs 4/11
Th 15.9 Spherical coords
15.9: 7,9,15,21,23 15.9: 22,25,30,35 Thurs 4/11
F
Double and triple integrals practice

     
4/8-12
       
M
15.10 Change of vars
15.10: 1,3,7,9,11 15.10: 15,17,21ab,23 Mon 4/15
W
16.1 Vector fields      
Th 16.2 Line integrals
16.2: 1,3,7,9,17,19
16.2: 8,14,21,22,39
Thurs 4/18
F
16.2 cont'd
Brachistochrone
     
4/15-19
       
M
16.3 Fundamental Theorem 16.3: 3,5,7,11
16.3: 13,15,16,19
Mon 4/22
W
16.4 Green's Theorem
16.4: 1,7,11,13
16.4: 2,8,10,28
Mon 4/22
Th Line integral practice      
F
16.5 Curl and divergence
Vector fields in Mathematica
16.5: 1,3,7,13,17 16.5: 8,14,16 Thurs 4/25
4/22-26
       
M
div-grad-curl practice
     
W
16.6 Parametric surfaces
16.6: 19,23,33,41 16.6: 40,48,50 Thurs 5/2
Th 16.7 Surface integrals
Helicoid example
Practice problems
16.7: 9,17 16.7: 6,8,11 Thurs 5/2
F
Review for exam Review sheet    
4/29-5/3
       
M
Exam 3      
W
16.8 Stoke's theorem
Example
16.8: 3,7 16.8: 2,10 Fri 5/3
Th 16.9 Divergence theorem
Practice problems
16.9: 1,3,5    
F
Review for final Final Exam Topics    
 

Final exam:

Friday May 17

2-5pm SMudd 206

Fall 2014 Final with Soln's
Fall 2012 Final
with Sol'ns
Spring 2012 Final with Sol'ns
Spring 2014 Final with Sol'ns
Fall 2010 Final with Sol'ns
Fall 2007 Final with Sol'ns
Spring 2005 Final with Sol'ns
Fall 2004 Final with Soln's
(Ignore any problems on topics we didn't cover.)
More practice problems with sol'ns

See the Math Dept website for more past final exams. No solutions are available for these finals. Most relevant recent finals:

S18M211(02)ZhangFinal.pdf

Fall2017Math211FinalExamTL (002).pdf
S17M211(02)FinalLeise.pdf