Midterml 202, Fall 2014
Instructor: Wenjing Liao
1» Please do not assist another person in the completion of this
exam. Please do not copy answers from another students exam.
Please do not have another student take your exam for you.
Please keep your o
EXAM 3
Math 102, Fall 2011-2012, Yuriy Mileyko
You have 50 minutes.
No notes, no books, no calculators.
YOU MUST SHOW ALL WORK AND EXPLAIN ALL REASONING TO RECEIVE
CREDIT. CLARITY WILL BE CONSIDERED IN GRADING.
All of the policies and guidelines on the cl
EXAM 2
Math 102, Fall 2011-2012, Yuriy Mileyko
You have 50 minutes.
No notes, no books, no calculators.
YOU MUST SHOW ALL WORK AND EXPLAIN ALL REASONING TO RECEIVE
CREDIT. CLARITY WILL BE CONSIDERED IN GRADING.
All of the policies and guidelines on the cl
EXAM 1
Math 102, Fall 2011-2012, Yuriy Mileyko
You have 50 minutes.
No notes, no books, no calculators.
YOU MUST SHOW ALL WORK AND EXPLAIN ALL REASONING TO RECEIVE
CREDIT. CLARITY WILL BE CONSIDERED IN GRADING.
All of the policies and guidelines on the cl
Math 202
Midterm I
Feb. 25, 2016
Name
Student ID
1. (30 points) True or False.
(1) [
] If A is an n n matrix, then A + AT is symmetric.
(2) [
] If A, B are n n matrices, then AB = BA.
(3) [
] (A1 )T = (AT )1 .
(4) [
] A, B are n n matrices. If AB = 0, the
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Midterm2 202, Fall 2015
Instructor: Wenjing Liao
0 Please do not assist another person in the completion of this
exam. Please do not copy answers from another students exam.
Please do not have another student take your exam for you.
Please keep your own w
Midterm2 202, Fall 2014
Instructor: Wenjing Liao
0 Please do not assist another person in the completion of this
exam. Please do not copy answers from another students exam.
Please do not have another student take your exam for you.
Please keep your ow
Name:
Math 202 Spring 2015 - Exam 2
Instructor: Schott
READ INSTRUCTIONS BELOW BEFORE STARTING THE EXAM
Show all work and clearly denote your nal answers. If all of your work is not shown, you
will not receive full credit. If you run out of room for a pro
Additional Homework Problems, Math 102, Clark Bray
1. For each of the following equations, nd a function for which this equation represents a level set of that
function.
1. x2 y y 3 = zexy
2. x2 = y 2 1
3. x1 x2 x3 x4 = x5
2. For each of the following fun
Math 202 Midterm 2
Page 2 November 4, 2014
Question 1 (2 pts each) Answer true (T) or false to the following statements:
10.
. Let 8 :: {171,135,433}, where 6;}, 172 and 273 are in R4. Then S is a spanning set for
n4. 1:
. Let V be a vector s
List of Homework problems for Math 202
Mathematics for Economists, Simon and Blume (S&B); Notes on Integrals for Math 102, Bray (CBB)
(Note: CBB and AHP are available at Sakai resources at the joint Math202 site)
Linear Algebra (S&B)
7.1 - Gaussian and Ga
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Math 202 Midterm I Page 2
September 30, 2014
Question 1 (3 pts each) Answer true (T) or false (F) to the following statements:
10.
. Let A, B, C be n X n matrices and let 0 be the n X as zero matrix.
IfA(BO):OandA7é0,thenB=C.
. If A is a symmetric
MATH 202 Course Information (Sections 1 & 2)
Instructor: Sarah Schott
Telephone: (919)660-2858
Oce:
E-mail:
127 Math/Physics
[email protected]
Online Resources:
The course website can be found at https:/piazza.com/duke/spring2016/math202/home
Your grad
Math 202 Lecture 37: Polar Regions
4/15/2015
Math 202 Lecture 36: Triple Integrals
4/13/2015
Math 202 Lecture 35: Non-Rectangular
Domains
4/10/2015
Math 202 Lecture 33: Single and Multi-
Variable Integerals Intro
4/6/2015
Math 202 Lecture 32: Several Mixe
Math 202 Syllabus
Spring 2015
These problems will be collected on a weekly basis, with the possibility of additional problems assigned by
the instructor.
Section
7.1
7.2
7.3
7.4
7.5
8.1
8.2
8.3
8.4
9.1
9.2
9.3
10.1
10.2
10.3
10.4
10.5
10.6
10.7
11.1
11.2
Math 292 Midterm III Page 2 December 1, 2015
Question 1 (5 pts) Answer Ttue or False to the following statements:
1. Let f: U -> 111 be a continuous function. if U C 1R is elosed and bounded then
there always exist absolute maximum in U. 1319. V/
2. If 62
Math 202 Midterm II Page 2 October 27, 2015
Question 1 (2 pts each) Answer True or False to the following statements:
1. The equation my w 922 + ryz = 3 can be viewed as a level set of the function
G($1y1 Z) = my _ 9'22 'i SEE/Z Amuz
2. The pieimage of 0
Midterml 202, Fall 2015
Instructor: Wenjing Liao
0 Please do not assist another person in the completion of this
exam. Please do not copy answers from another students exam.
Please do not have another student take your exam for you.
Please keep your own w
Additional Homework Problems (AHP)
1. For each of the following equations, find a function for which this equation represents a level set of that
function.
1. x2 y y 3 = zexy
2. x2 = y 2 1
3. x1 x2 x3 x4 = x5
2. For each of the following functions, find a
DukePsychologyandNeuroscience
CourseResearchRequirement
StudentInformation
IMPORTANTDATESFORSPRING2016
Wednesday January 13
9:00 AM
Tuesday
January 19
9:00 AM
Wednesday January 27 11:59 PM
Friday
February 5
9:00 AM
Wednesday April 27
5:00 PM
Monday
May 2
PSY 101: Introductory Psychology
Spring 2016
Meeting times: TTR 10:05-11:20 AM
Location: White Lecture Hall 107
Instructor: Jorgianne Robinson, PhD
Office hours: W by appointment and F 1-2:15
Phone (M): 919-434-8574
[email protected]
Skype name:
List of Homework problems for Math 202
Mathematics for Economics by Simon and Blume (S&B); Notes on Integrals by Bray (CBB)
(Note: CBB will be available at Sakai resources at the joint Math202 site)
Linear Algebra (S&B)
7.1 - Gaussian and Gauss-Jordan Eli
EXAM 2
Math 102, Fall 2011-2012, Yuriy Mileyko You have 50 minutes. No notes, no books, no calculators. YOU MUST SHOW ALL WORK AND EXPLAIN ALL REASONING TO RECEIVE CREDIT. CLARITY WILL BE CONSIDERED IN GRADING. All of the policies and guidelines on the cl
EXAM 3
Math 102, Fall 2011-2012, Yuriy Mileyko You have 50 minutes. No notes, no books, no calculators. YOU MUST SHOW ALL WORK AND EXPLAIN ALL REASONING TO RECEIVE CREDIT. CLARITY WILL BE CONSIDERED IN GRADING. All of the policies and guidelines on the cl