Wisconsin Milwaukee - ART - 851

UNIVERSITY OF WISCONSIN-MILWAUKEE SCHOOL OF SOCIAL WELFARE Fall 1999 Seminar in Social Issue Analysis: Health in Urban America 896-851-002 Prof. Sharon Keigher, PhD END1055 END 109; Tues. 10:30 - 12:20 Phone: 229-4414 , -4851 (O) Office Hours: Tues.

Wisconsin Milwaukee - ART - 929

26 60810:60602:909:530 a 29154:38810:505:510 29432:36491:505:510 33904:41128:530:491 53736:45786:530:510 53787:12576:530:491 accommodate 42746:43467:8261:491 address 19781:48104:4370:491 advan 54267:21910:3360:373 all 50881:43486:1111:432 and 34510:1

Wisconsin Milwaukee - ART - 945

Urban Planning 315: Great Cities of the World Latina/o Urban StudiesDr. Michael Martin Spring Semester 2007 Thursday 4:00-6:40 Room 111 SARUP Cell Phone (414) 517-6040 E-Mail Address: mmartin41@wi.rr.com Office Hours: by Appointment OnlyClass Obje

Wisconsin Milwaukee - ART - 945

URBPLAN-794Internet Geographic Information SystemsFall 2008Instructor: Professor Huxhold (hux@uwm.edu) T.A.: Melissa Mann (mmann@uwm.edu) Lab Manager: Kurt Meingast (kurtm@uwm.edu)Schedule: Class: Thursday 5:30 6:45, SARUP 158 Lab: Thursday 6

Wisconsin Milwaukee - ART - 945

Urban Planning 692: Special Topics Latino CitiesDr. Michael MartinSpring Semester 2008 T & TH 4:30-5:50 Room AUP 110- SARUP Office Phone (414) 297-3214 ext 8116 Cell Phone (414) 517-6040 E-Mail Address:mrnartin41@wi.rr.com Office E-Mail Address: m

Wisconsin Milwaukee - IND REL - 701

Ind Rel 701: Industrial and Labor Relations Fall 2003 Prof. Keith Bender Peer Evaluation of Group Projects Directions: Please complete an evaluation for all the members in your group. All evaluations will be kept confidential, so please be honest. Th

Wisconsin Milwaukee - IND REL - 701

Handout for Economic Effects of Unions Ind Rel 701 Prof. Keith BenderAll workers 16 to 24 years old 25 to 34 years old 35 to 44 years old 45 to 54 years old 55 to 64 years old 65 years and over Men Women White (nonHispanic) Black (nonHispanic) Asia

Wisconsin Milwaukee - ART ED - 426

Wisconsin Milwaukee - ARTHIST - 251

19864:7167:10990:153 "a 10420:55090:1953:921 "bi 16037:29951:3256:1126 "bigtown 38913:32204:8792:307 "bug 48601:27954:4640:870 "drag 33785:37529:5698:307 "gator 19619:36351:6675:1126 "giggl 42333:26879:6268:921 "here' 10094:50380:5861:921 "i 8222:190

Wisconsin Milwaukee - ARTHIST - 251

19864,7167,153,10990 "a 10420,55090,921,1953 "bi 16037,29951,1126,3256 "bigtown 38913,32204,307,8792 "bug 48601,27954,870,4640 "drag 33785,37529,307,5698 "gator 19619,36351,1126,6675 "giggl 42333,26879,921,6268 "here' 10094,50380,921,5861 "i 8222,190

Wisconsin Milwaukee - ARTHIST - 710

Graduate Seminar 710 & 714 - Fall 2004 Rob Danielson Mondays, 6 - 9:50 p.m. MIT B-65 Office Hours: Tuesdays 3:00 5pm MIT B-18 e-mail contact: type@uwm.edu [please include 04710 in the subject line] Course Goals (710) To become acquainted with others

Wisconsin Milwaukee - JAPAN - 302

Extension: Endogenous Saving RateWhat is the saving rate that people choose? Answer depends on the TIME PREFERENCES. If people prefer todays consumption to that of tomorrow, Imagine then it is less lived the GOLDEN RULE. an infinitely than agent (fa

Wisconsin Milwaukee - BIO SCI - 102

E. Young and J. Berges97Discussion Forum: Reaching a Consensus on What is Known, and Setting Future Research PrioritiesErica B. Young and John A. Berges Department of Biological Sciences, University of Wisconsin-Milwaukee Introduction Examining

Wisconsin Milwaukee - BIO SCI - 356

Biological Sciences 356DEVELOPMENTAL BIOLOGYSpring 2009 TEXT: Developmental Biology, 8th ed., by Scott F. Gilbert. Sinauer Associates, 2006. OPTIONAL RESOURCES: Additional material maintained by the author of the text. http:/www.devbio.com/

Wisconsin Milwaukee - BIO SCI - 370

BIOLOGICAL SCIENCES 370ANIMAL PHYSIOLOGYFall 2008The word "physiology" written in Chinese consists of three characters. Reading downward they mean life, logic and study. The overall meaning becomes "The study of the logic of life." REQUIREMENT: C

Wisconsin Milwaukee - LATINO - 101

LATINO STUDIES 101SPRING 2007Tuesday and Thursday 3:30 PM 4:45 pm Bolton Hall B56Instructor: Enrique E. Figueroa, Ph.D. Office: Bolton Hall 183 Office Phone: 414-229-3651 Office Hours: Tuesdays from 5:00 to 6:00 pm or by appointment Other Phones

Wisconsin Milwaukee - CES - 550

TIfE UNIVERSITY OF WISCONSIN-MILWAUKEE FACULTY DOCUMENT 550, JANUARY 8, 1970Final Reportof -The UGIMAd Hoc Salary Study Committee -. .December 196 2 PPlease Note:A FEW copies of the complete 7 n page report containing theaopendi-ces a

Wisconsin Milwaukee - CHEM - 185

Study Guide Exam 1Chem 185Math Review Solving simple equations Scientific notation (Appendix B) Unit conversions ,dimensional analysis (Appendix C) SI Units (Table C.1) Metric prefixes (you need to memorize the most common prefixes printed i

Wisconsin Milwaukee - CHEM - 185

Chemistry 185 Exam 2 Study Worksheet(hand completed worksheet in on November 10th in class for 10 points extra credit) 1. Periodic Trends: Circle the element or ion with the smaller atomic radius A. N O B. N N3C. P Al D. Sn Sn4+ E. Cs Ba F. Si P G

Wisconsin Milwaukee - CHEM - 501

Chemistry 501 Handout 1 The Foundations of Biochemistry Chapter 1Distinguishing features of living organisms: - A high degree of chemical complexity and microscopic organization. - Systems for extracting, transforming, and using energy from the env

Wisconsin Milwaukee - CHEM - 726

Wisconsin Milwaukee - CHINESE - 102

University of Wisconsin-Sheboygan GEO 102 Roots and Diversity Section 38 102 01 03 Credits TTH 12:00-1:15 pm, Spring 2007Dr. Karl Byrand, Associate Professor of Geography Office: 6104 Email: karl.byrand@uwc.edu Telephone: 459-6619 Office Hours: MW

Wisconsin Milwaukee - L&I SCI - 430

L&I Sci 430 Folksonomy Dan Johnson April 11, 2007 First, I was surprised to find out that we had to start our research out on Wikipedia. Dr. Jeong, with how many times I have heard you say that Wikipedia is not a legitimate source I was a bit taken b

Wisconsin Milwaukee - L&I SCI - 430

Title of PresentationL&I Sci 430 Dan Johnson March 29, 2007 2005-12-31Your Name Your TitleYour Organization (Line #1) Your Organization (Line #2)Reuben Lucius GoldbergAmerican cartoonist who satirized the American preoccupation with technolog

Wisconsin Milwaukee - L&I SCI - 430

L&I Sci 430 AJAX Dan Johnson April 27, 2007 To be honest, before this assignment, I did not know that much about Ajax. I thought it was another flash-in-the-pan type of web development that was going to come and go. ActiveX how many of us still use t

Wisconsin Milwaukee - CLASSIC - 171

Wisconsin Milwaukee - CLASSIC - 301

29th Wisconsin Undergraduate Geology Field Conference - September 18th, 200429th Wisconsin Undergraduate Geology Field ConferenceSeptember 18th, 2004Youre invited to explore the unique geology and geoarchaeology of Jefferson County, Wisconsino

Wisconsin Milwaukee - CLASSIC - 302

Geo Sci 302 Lab#8 Name _ Due: April 4, 2001Spring 2001Igneous Project, Part 1Subduction-Related Igneous Activity: Continental Arcs: Tatara San Pedro Complex, Southern Andes Case StudyThis lab is Part 1 of the Igneous Project on subduction-relat

Wisconsin Milwaukee - C L SCI - 577

DEPARTMENTS OF AFRO-AMERICAN STUDIES & SOCIOLOGY Course 106-577/900-577, Spring, 2006-2007 Room 6228, 9:30-10:45 AN, Tues, Thurs Professor Franklin D. Wilson 4446 Social Science Building Voice: 262-2182 E-mail: Wilson@ssc.wisc.edu BLACKS IN CITIES PR

Wisconsin Milwaukee - COMMUN - 698

COMMUNICATION 298* and 698Communication InternshipInstructor Course Description Course Objectives Course Format Technology RequirementsAnticipated Workload Course Assignments Grading Procedures Required Readings Course Policies and Procedures

Wisconsin Milwaukee - MATH - 221

Honors Calculus Math 221Homework 1 1. Use mathematical induction to prove that for all positive integers n, 1 2 + 2 3 + 3 4 + + n(n + 1) = 1 n(n + 1)(n + 2). 3 Solution: We consider the statement Pn : 1 2 + 2 3 + 3 4 + + n(n + 1) = 1 n(n

Wisconsin Milwaukee - MATH - 221

Honors Calculus Math 221Homework 2 3 5 1. Prove or disprove that the sequence an = 2 , n = 1, 2, 3, . . . , nn is monotonic. Solution: We show that the sequence is non-increasing: 5 3 3 5 an an+1 = 2 + nn n + 1 (n + 1)2 3(2n + 1) 5 2 = n(n + 1) n

Wisconsin Milwaukee - MATH - 221

Honors Calculus Math 221Homework 10 1. Find the derivative Solution: d dxln x 1d dx et dt tln x 1et dt . t =t=ln x=d ln x et dx t1 1 eln x = . x ln x ln x/42. Evaluate the integral Solution: Using0tan x dx.f (x) dx = ln f (x)

Wisconsin Milwaukee - MATH - 221

Honors Calculus Math 221Homework 5 1. Find all points c at which the function x2 + 2x if x < 1 2 if x = 1 f (x) = 3x if 1 < x < 0 x if 0 x 4 1 if x > 4 is not continuous. Sketch the graph of f . Solution: The function f is not continuou

Wisconsin Milwaukee - MATH - 222

Honors Calculus Math 222Maple Project, due Wednesday, May 5, 2008 Use Maple to solve the following problems. (1) Consider the function f (x, y) = (x + 3y 1)ex2 y 2.Plot the corresponding surface for 3 x, y 3, and also plot some contours. (2)

Wisconsin Milwaukee - MATH - 225

MATH 225, FALL 2005 BIG IDEAS Pythagoras Theorem. You should know both a careful statement of the theorem, and at least one proof. You should also understand how the theorem is connected to the equation of a circle, and to the identity cos2 x + sin2

Wisconsin Milwaukee - MATH - 225

MATH 225, FALL 2005 BIG IDEAS, PART 2 The following list is a guide to topics that will appear on Exam 2. The nal exam will be comprehensive, so you will need to know material from the entire semester. Limits. Be able to explain the limit concept, i

Wisconsin Milwaukee - MATH - 225

MATH 225Calculus with Precalculus I Fall 2006Instructor: Oce Hours: Course Web Page:Asta Shomberg After class or by appointment http:/www.uwm.edu/~astaOce: Phone: E-mail:EMS E498 229-6367 asta@uwm.eduClass Meeting Times: Classroom Location

Wisconsin Milwaukee - MATH - 225

HOW TO STUDY CALCULUS You are about to embark on a great intellectual adventure: the study of calculus. Calculus is the mathematical language of change, and is the language in which our knowledge of the natural world is described. Nothing this worthw

Wisconsin Milwaukee - MATH - 226

Math 226 Sec 001 Spring 2006Instructor: M. PryszczepkoMIDTERM II (April 24) SOLUTIONS 1. (a) Which of the following is the correct denition of the natural logarithmic function? Circle your answer.xln x =01 dt t1ln x =x1 dt txln

Wisconsin Milwaukee - MATH - 276

MATH 299-111 ALGEBRAIC STRUCTURES TOPICS FOR FINAL EXAM This is a list (not necessarily exclusive) of topics that may appear on the Final exam, to be given on Thursday, August 24. First, remember that the Final will be comprehensive, so you should re

Wisconsin Milwaukee - MATH - 320

The Science of the Total Environment 320 (2004) 7387Coregionalization analysis of heavy metals in the surface soil of Inner MongoliaS. Xu1, S. Tao*Department of Urban and Environmental Sciences, Laboratory for Earth Surface Processes, Peking Univ

Wisconsin Milwaukee - MATH - 416

Geography 403 Lecture 8 Geographic Information Systems Needs: 3 GIF A. GIS background 1. geographic approach to problems-traditional maps 2. historically used "overlays" of information to look for areal correlations a. hard to transform information t

Wisconsin Milwaukee - MATH - 416

Geography 455 Applied Climatology Lecture 12 Statistics-orientation to SPSS 13.0Needs: A. SPSS program and sample data file Introduction 1. Accessing the program in the CCLs (Math and Statistics group) 2. Downloading data from mds homepage 3. Loadin

Wisconsin Milwaukee - MATH - 521

Advanced Calculus Math 521, Homework 81. Find the limitx0lim1 cos x . x2 sin x x2Solution: We write (1 cos x)(1 + cos x) 1 cos x = = x2 x2 (1 + cos x) 1 . 1 + cos xLet (xn ) be a sequence converging to 0 and xn = 0 for all n. We know fr

Wisconsin Milwaukee - MATH - 521

Advanced Calculus Math 521, Homework 91. Give an example of a continuous function f : R R that is everywhere 1 dierentiable except at the points n where n = 1, 2, 3, . . . Solution: Consider the function g(x) = and f (x) = |g(x)|.0.7x2 sin x 0

Wisconsin Milwaukee - MATH - 521

Advanced Calculus Math 521, Homework 1 1. Show that 5 and 8 are not rational numbers. Solution: We will use the following lemma: Lemma 1. If x Z and x2 is divisible by 5 then x is also divisible by 5. Proof. The proof is indirect. Suppose that x i

Wisconsin Milwaukee - MATH - 521

Advanced Calculus Math 521, Homework 31. Show that the sequence 1131 n , , , ,. n,. 2284 2 is decreasing. Solution: Let xn =n 2n .Then we ndn+1 n (n + 1) 2n 1n n= = n+1 0 n+1 n+1 2 2 2 2 since n 1. This shows that the sequence is decreasing

Wisconsin Milwaukee - MATH - 522

Problems for Advanced Calculus Math 522 10.1 For the set S = {(x, y) : y > x} nd int S, S, S , S. Is the set S open, closed, bounded or arcwise connected? 10.2 Determine the limit (if it exists) sin(x2 + y 2 ) . x2 + y 2 (x,y)(0,0) lim 10.3 Let f (x

Wisconsin Milwaukee - MATH - 522

Advanced Calculus Math 522Homework 10, due May 4, 20051) Let f : [a, b] R and g : [c, d] R be Riemann integrable functions of one variable. Show that h(x, y) = f (x)g(y) is a Riemann integrable function on the rectangle R = [a, b] [c, d] andb d

Wisconsin Milwaukee - MATH - 522

Advanced Calculus Math 522Homework 3, due February 16, 2005(1) Use the Taylor series for sin x to express the integral sin x dx x 0 as an innite series. Use this series to evaluate the integral to four decimal places. 1 (2) Expand the function f (

Wisconsin Milwaukee - MATH - 531

MATH 531WINTER/SPRING 2003Class Meetings: TuTh 2:00-3:15 pm in EMS E220 [Spring break March 16-23; Last class May 8; Final May 12] Instructor: Allen Bell, EMS E449, 229-4233; e-mail adbell@uwm.edu Web Page: http:/www.uwm.edu/~adbell/ then follow

Wisconsin Milwaukee - MATH - 531

MATH 531: Homework for Chapters 811April 3, 2003This assignment covers the rest of group theory for Math 531. We wont do any of Chapters 9,10,11 completely; well only do part of each. The following problems give you practice with the concepts in

Wisconsin Milwaukee - MATH - 531

MATH 531: Homework for Chapters 1214April 22, 2003This assignment covers the start of ring theory in Math 531. We wont cover Chapter 14 completely. The usual comments apply - see previous homework assignments. Chapter 12 Read Chapter 12 of Gallia

Wisconsin Milwaukee - MATH - 531

MATH 531: Homework for Chapters 1618May 1, 2003This assignment covers the factorization in integral domains in Math 531. We wont cover this material completely. The usual comments apply - see previous homework assignments. Chapter 16 Read pp. 283

Wisconsin Milwaukee - MATH - 535

MATH 535: Homework for Chapter 3September 29, 2003Read Chapter 3 of the text. Much of it is probably review for you. The following problems give you practice with the concepts in Chapters 3. Some are very easy, some hard; some may be done in clas

Wisconsin Milwaukee - MATH - 535

MATH 535FALL 2003Class Meetings: MW 4:00-5:15 pm in EMS E145 [Thanksgiving holiday 11/27-30; Last class 12/10; Final 12/19] Instructor: Allen Bell, EMS E449, 229-4233; e-mail adbell@uwm.edu Web Page: http:/www.uwm.edu/~adbell/ then follow the li

Wisconsin Milwaukee - MATH - 535

MATH 535: Homework for Chapter 4October 22, 2003Read Chapter 4 of the text, about determinants. Some of it will be material you have seen before; how much is review depends on what you have studied before. The following problems give you practice

Wisconsin Milwaukee - MATH - 535

MATH 535: Homework for Chapter 6November 12, 2003Read Chapter 6 of the text, about eigenvectors & eigenvalues. Some of it will be material you have seen before; how much is review depends on what you have studied before. The following problems gi

Wisconsin Milwaukee - MATH - 537

MATH 537FALL 2002Class Meetings: TuTh 2:05-3:20 in EMS E220 [Thanksgiving holiday 11/28; Last class 12/12] Instructor: Allen Bell, EMS E449, 229-4233; e-mail adbell@uwm.edu Web Page: http:/www.uwm.edu/~adbell/ then follow the link for Math 537.

Wisconsin Milwaukee - MATH - 537

MATH 537: Homework for Chapter 9 Read Chapter 9 of Rosen.November 14, 2002This is a collection of problems from Chapter 9. I will ask you to hand in a few of these problems for a grade later. I may also assign additional problems. 9.1, p. 313 #1,