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Name: QUIZ-5 Please show all your work! Math/CSCI 2610 Spring 2006 Zubeyir Cinkir 1. Use a table to express the values of the Boolean function (x, F y, z) = x(yz + yz) 2. Find the sum-of-product expansion of the Boolean function F (x, y, z) that equals 1 if and only if xy = 0. 1
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UGA >> MATH >> 6 (Fall, 2004)
QUIZ-6 (Take home) Name: Please show all your work! Math/CSCI 2610 Spring 2006 Zubeyir Cinkir 1. Write an algorithm to nd the number of times the function f (n) = n2 n+41 has prime values for 1 n 1000. Then, implement this algorithm in your favor...
UGA >> MATH >> 7 (Fall, 2004)
QUIZ-7 (Take home, due to monday April 10) Math/CSCI 2610 Spring 2006, Zubeyir Cinkir Name: Please show all your work! 1. (1.5 pts) Find as good big-O estimate as possible to the following n (log (n + 5) n+2 + 60 log n 85)( k=1 n k2) 2. (1.5 p...
UGA >> MATH >> 8 (Fall, 2004)
QUIZ-8 (Take home, due to monday April 24) Math/CSCI 2610 Spring 2006, Zubeyir Cinkir Name: Please show all your work! 1. (1.5 pts) Show that there are no integers x , y , z that are solutions to the following equation. 7x2 21y + 5z 2 = 36 2. (1.5 ...
UGA >> MATH >> 5 (Fall, 2004)
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UGA >> MATH >> 6 (Fall, 2004)
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UGA >> MATH >> 7 (Fall, 2004)
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UGA >> MATH >> 8 (Fall, 2004)
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UGA >> MATH >> 1 (Fall, 2004)
Math/Csci 2610 Spring 2006 Instructor: Zubeyir Cinkir Exam 1 Date: Feb. 09, 2006 Duration: 60 min Direction: For full credit, write down your arguments as clearly as possible and in an organized way, (so that also it can be used to give a partial cr...
UGA >> MATH >> 3 (Fall, 2004)
Math/Csci 2610 Spring 2006 Instructor: Zubeyir Cinkir Exam 3 Date: April 13, 2003 Duration: 75 min. Direction: For full credit, write down your arguments as clearly as possible and in an organized way, (so that also it can be used to give a partial ...
UGA >> MATH >> 4 (Fall, 2004)
Math/Csci 2610 Spring 2006 Instructor: Zubeyir Cinkir Exam 4 Date: April 27, 2006 Duration: 70 min Direction: For full credit, write down your arguments as clearly as possible and in an organized way, (so that also it can be used to give a partial c...
UGA >> PUBS >> 109 (Fall, 2008)
What is NAIS? Who is developing it? Why? The National Animal Identification Systm is a national program intended to identify the animals listed on the form inside and record their movements throughout their lives. It is being developed by the U.S. De...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 1 Due Date: September 8 in the class Remarks on Homework The homework is an important part of this class. The homework is your best chance to learn the materials in the co...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 2 Due date: Sept. 24 before the lecture 4, 5, 7, 8, 9, 10, 14 in section 1.2 and 1.3 of Follands Real Analysis 1 ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 3 Due date: October 1 before the lecture 18, 19, 26, 27, 30, 31 in section 1.3 and 1.4 of Follands Real Analysis 1 ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 4 Due date: October 24 before the lecture 3, 8, 13, 14, 15, 16, 17 in section 2.1 and 2.2 of Follands Real Analysis 1 ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 5 Due date: November 3 before the lecture 19, 20, 21, 22, 23, 25, 26, 27, 28, 32, 34, 35, 39, 44 in section 2.3 and 2.4 of Follands Real Analysis 1 ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 6 Due date: November 17 before the lecture 48,50,55,56,57,58,59,60,61 in the section 2.5 and 2.6. 2,4,6 in the section 3.1 of Follands Real Analysis 1 ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Midterm October 16 1. If the set E R has measure zero, then the set {x2 : x E} has measure zero. Prove the statement. Hint: Let S = {x2 , x E}. Show that Sn = S (0, n2 ) has measure zero....
UGA >> MATH >> 03 (Fall, 2008)
Real Analysis: Final Exam Dec. 10, 2003 Print Your Name: Problem Points Score 1 20 2 20 3 10 4 10 5 20 6 20 Total 100 1 1. Let f (x) = sin x . Prove the following statements: x (a) 0 |f (x)|dx = . by repeated integrating exy sin x with respect...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 1 Due Date: September 8 in the class Riemann Integrals 1. Let f : [a, b] R be a bounded function. A nite set of points P = {x0 , x1 , , xn } is a partition of [a, b]. ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 2 Due Date: September 24 in the class 4, 5, 7, 8, 9, 10, 14 in section 1.2 and 1.3 of Follands Real Analysis (4). This follows since any countable union can be written as ...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 3 Due date: October 1 before the lecture 18, 19, 26, 27, 30, 31 in section 1.3 and 1.4 of Follands Real Analysis (18) (a) By denition, given > 0, there exist Aj A for j =...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 4 Due date: October 24 before the lecture 3. By Proposition 2.7, g3 (x) = lim sup fn (x) and g4 (x) = lim inf fn (x) are measurable, and hence so is g3 g4 . The set{x : l...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Homework Assignment 5 Due date: November 3 before the lecture Here is the solutions of some of the homework problems. Please try to the problems yourself rst. If you really dont know how to s...
UGA >> MATH >> 03 (Fall, 2008)
Mathematics Department The University of Georgia Math 8100 Midterm October 16 1. If the set E R has measure zero, then the set {x2 : x E} has measure zero. Prove the statement. Hint: Let S = {x2 , x E}. Show that Sn = S (0, n2 ) has measure zero....
UGA >> MATH >> 03 (Fall, 2008)
Real Analysis: Final Exam Dec. 10, 2003 1. Let f (x) = sin x . Prove the following statements: x (a) 0 |f (x)|dx = . by repeated integrating exy sin x with respect to x and y. b 0 2 eau Hint: you may need the formula eau sin budu = 2 (a sin bu ...
UGA >> PUBS >> 440 (Fall, 2008)
NUTRITIONAL RESPONSE MODELS Dmitry Vedenov Gene Pesti A workbook to fit data from nutritional experiments to several mo Department of Agricultural and Applied Econ Department of Poultry Science The University of Georgia Athens, Georgia 30602 *IN V...
UGA >> MATH >> 06 (Fall, 2008)
PRINT NAME: Student ID#: Mathematics 4720/6720 - Final Examinations Friday, May 4, 2001 Problem # Points Score 1 25 2 25 3 15 4 15 5 20 bonus 20 Total 120 1 2 1 1.1 (10) Using the method of separation of variables to nd the bounded solution of the...
UGA >> GLY >> 3030 (Fall, 2008)
1 GEOL 3030 (92-416) University of Georgia Spring Semester, 2009 12:20 - 1:10 pm MWF Room 200A GG Professor: Dr. L. Bruce Railsback Phone: 542-3453 Office: 133 GG Lab: 201 GG email: rlsbk@gly.uga.edu Elementary Oceanography: Syllabus Office Hours: ...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework I Wednesday, February 11, 2004 1. For each of the {an } below, tell if the sequence {an } is increasing (strictly), decreasing(strictly, or neither, show reasoning. (a) 1 (b) (c) k=1 n 11 (1)n1 + + . 23 n n . n+1 n s...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework II Wednesday, February 11, 2004 1. Let {an } and {bn } be increasing; are the following increasing? Prove or counterexample. (i) {an + bn } (ii) {an bn }. Solution: {an + bn } is increasing since an an+1 and bn bn+1 imp...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework III Wednesday, February 11, 2004 1. Show that lim 2n 1 = 2 directly from the denition of limit. n n + 2 Proof. Given > 0, 5 2n 1 2n 1 2(n + 2) 2 = = < n+2 n+2 n+2 if n > 5 2. 1 1 1 + + + has a limit. n+1 n+2 n+n 2....
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework IV Wednesday, February 28, 2004 1. Prove Leibnizs famous result 11 (1)n = lim 1 + + . 4 n 35 2n + 1 (a) Derive a formula 1 u2 + u4 + (1)n u2n = 1 + en (u). 1 + u2 (b) Integrate every term from u = 0 to u = 1. S...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework V Wednesday, March 3, 2004 1. Prove the Product theorem: an L, an M = an bn LM by following through the ideas given in the book. Proof. |an bn LM | = |(an L)bn + L(bn M )| |an L|bn | + |L|bn M |. In Problem 3.4, w...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework VI Wednesday, March 26, 2004 1. Given a set of nested intervals [an , bn ], n = 0, 1, 2, , for which bn an 0, prove the sequence a0 , b0 , a1 , b1 , a2 , b2 , , an , bn , converges. Proof. Let the sequence be {c...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework VII Wednesday, April 7, 2004 1. Show that the following series can be rewritten as telescoping series, and use this to prove they converge and evaluate their sum. (a) 1 21 n=2 n (b) (1)n1 n=1 n(n + 2) (c) 1 , k int...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework VIII Wednesday, April 16, 2004 If you have noticed any mistake or typos, please let me know. 1. Test each of the following series for convergence. Solution: n n n 1 (a) . Note that 2 2 = 3/2 . Then the comparison theo...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Homework IX Friday, April 24, 2004 1. Find the radius of convergence for the following power series. Solution: (a) xn . We can use either the root test and ratio test to nd the radius of nn 12 convergence. an 2n+1 n + 1 1 lim = ...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Test One Wednesday, February 11, 2004 I will begin with some general remarks about the test. I consider the test is dicult but not as dicult as most of you think. Two problems (3 and 4) have been assigned as homework. The other two...
UGA >> MATH >> 04 (Fall, 2008)
PRINT NAME: Student ID#: Mathematics 3100 - Test One Friday, March 26, 2004 1. Assume the geometric formula 1 + a + a2 + + an = (a) Derive a formula 1 + u2 + u4 + + u2n = and nd en (u) explicitly. (b) By integrating from 0 to 1 2 1 an+1 1a 1...
UGA >> MATH >> 04 (Fall, 2008)
Mathematics 3100 - Test Three Monday, April 26, 2004 1. Show that the following series can be rewritten as telecoping series, use this to prove they converge and evaluate their sum. (a) 1 1 . 21 n 4 (b) 1 (1)n1 . n(n + 2) Solution: a). We can...
UGA >> ACCT >> 2101 (Fall, 2008)
ACCT 2101 PRINCIPLES OF ACCOUNTING I SPRING SEMESTER 2009 Class Times: Tuesdays and Thursdays 11:00/ 12:30/1:45; Friday: Various Class Location: Brooks Hall Room 145 Instructor: Office Location: Email: Office Hours: Swati Bhandarkar (Bhan) Brooks Hal...
UGA >> ECON >> 4010 (Fall, 2008)
Economics 4010 Spring 09 Microeconomics Don Keenan Brooks 510 542-3668 dkeenan@uga.edu office hours: MW 1:15- textbook: Intermediate Microeconomics, Hal Varian, seventh edition (there is also an optional workbook) outline: Chs 2 11, midterm Chs 14...
UGA >> ECON >> 4360 (Fall, 2008)
Econ 4360 Keenan, Donald Spring 2009 Brooks 510 dkeenan@uga.edu office hours: M W 1:15- The course is based on my lectures. A copy of a previous version of these lectures, at least through the first test, will be made available. There are no requir...
UGA >> ACCT >> 7630 (Fall, 2008)
ACCT 7630 Syllabus Spring 2009 Course Overview This course examines the control and security of accounting information systems with an auditing perspective. Topics covered include: the IT audit process, types of IT audits, computer assisted audit too...
UGA >> ECON >> 4600 (Fall, 2008)
ECON 4600 LABOR ECONOMICS Professor Warren Course Syllabus: Spring 2009 Office Hours: 3:30 4:30 p.m., MW and by appointment, Brooks 504 Class Hours: 2:30 3:20 p.m., MWF, Sanford 112 Assessments: (2) Tests 50%: February 13 and April 3 Final Exam...
UGA >> ECON >> 6750 (Fall, 2008)
ECON 4750/6750 ECONOMETRICS Prof. Warren/Mr. Danis Course Syllabus: Spring 2009 In this course you will learn to specify and estimate statistical relationships among economic variables and to design and implement tests of hypotheses about (and ma...
UGA >> ACCT >> 9100 (Fall, 2008)
J. M. TULL SCHOOL OF ACCOUNTING TERRY COLLEGE OF BUSINESS THE UNIVERSITY OF GEORGIA Ph.D. Seminar in Behavioral Accounting Research Spring 2009 E. Michael Bamber Office hours: By appointment Office phone: 706-542-3601 Home phone: 706-453-7544 E-mail:...
UGA >> ACCT >> 5720 (Fall, 2008)
ACCT 5720 SPRING 2009 Instructor - Karen Czarick kczarick@terry.uga.edu cell: (706) 540-4899 Office hours: Tuesdays, by appointment, 246 Brooks Hall Course Objective This course will introduce students to general business communication concepts and h...
UGA >> ECON >> 4750 (Fall, 2008)
ECON 4750/6750 ECONOMETRICS Prof. Warren/Mr. Danis Course Syllabus: Spring 2009 In this course you will learn to specify and estimate statistical relationships among economic variables and to design and implement tests of hypotheses about (and ma...
UGA >> ECON >> 8020 (Fall, 2008)
Syllabus Economics 8020 John L. Turner - Spring 2009 Office: 513 Brooks Hall Telephone: 542-3682 Electronic Mail: jlturner@terry.uga.edu URL: http:/www.terry.uga.edu/~jlturner Office Hours: Tuesdays 11:15 - 1:15 p.m. TA: Tom McGahee E-Mail: tmcgahe...
Temple >> MATH >> 65 (Fall, 2008)
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Temple >> MATH >> 65 (Fall, 2008)
NAME Math 65 1-st homework Spring 2004 SHOW YOUR WORK IN AS MUCH DETAILS AS YOU CAN CIRCLE YOUR ANSWERS 1. In a study to determine the average weight of a house cat, which of the following is the best sample? (a) all the cats in Bucks County; (b) all...
Temple >> MATH >> 65 (Fall, 2008)
Due Tuesday, April 5 The 2-nd midterm is on Thursday, April 7 NAME Math 65 Homework #2 Spring 2005 SHOW YOUR WORK IN AS MUCH DETAIL AS YOU CAN CIRCLE YOUR ANSWERS 1. The table below shows the number of cups of coee consumed during a week by a grou...
Temple >> MATH >> 65 (Fall, 2008)
The FINAL is on Thursday, May 5. PLACE and TIME: Section 12 (TR 11:40-1pm) GH24, 2-4 PM Section 15 (TR 5:40-7pm) CH304, 5:40-7 NAME Math 65 Homework #3 Spring 2005 SHOW YOUR WORK IN AS MUCH DETAIL AS YOU CAN CIRCLE YOUR ANSWERS 1. Suppose that you a...
Temple >> MATH >> 065 (Fall, 2005)
College of Science and Technology Department of Mathematics TEMPLE UNIVERSITY Fall 2005 Course Syllabus Course: Mathematics C065.009. Course Title: Elements of Mathematical Thought. Time: TR 1:10-2:30. Place: Anderson Hall 108. Instructor: Szyld, D...
Temple >> MATH >> 065 (Fall, 2005)
Daniel B. Szyld 25 October 2005 Elements of Mathematical Though, Math 065-013 Answers to Quiz on Chapter 10A and 11C Explain all your answers. Write the formulae used in each case. You can use the value of = 3.14 if you so desire. 1.a. What is th...
Michigan >> MICRO >> 406 (Winter, 2004)
7.13 MICROBIAL GENETICS PROJECT LAB PROTOCOLS BRADFORD ASSAY FOR DETERMINING PROTEIN CONCENTRATION All preparations should be done in/with plastic because the Bradford Reagent reacts with glass. 1. Dilute protein assay reagent (Biorad) 1:4 with mil...
Michigan >> MICRO >> 406 (Winter, 2004)
CULTURE MEDIA See also separate protocols for defined (minimal) media LB Per liter: Yeast Extract 5g Bacto Tryptone 10 g NaCl 5g Adjust pH to 7.5 with NaOH. (typically 0.25 ml of 10 N NaOH) NBYE 0.8% nutrient broth (Difco) 0.5% yeast extract (Difco...
Michigan >> MICRO >> 406 (Winter, 2004)
ETHANOL PRECIPITATION OF NUCLEIC ACIDS IN AQUEOUS SOLUTION 1. Determine approximate volume of solution 2. Add either 1/2 volume of 7.5 M ammonium acetate -or1/10 volume of 3 M sodium acetate pH 5.3 3. Add 2.5 to 3 (original) volumes of cold ethanol 4...
Michigan >> MICRO >> 406 (Winter, 2004)
FROZEN STOCKS Archive a sample of a bacterial strain as a frozen stock for future reference whenever you: receive a strain from a collaborator create a new strain or a new plasmid introduce an established plasmid into a new strain. This practice ...
Michigan >> MICRO >> 406 (Winter, 2004)
GEL LOADING DYE 15% Ficoll 0.1% Bromphenol Blue 0.1% Xylene Cyanol 1. Prepare 10 ml of 15% Ficoll in distilled, sterile water; it may be necessary to incubate at 37C to get the ficoll into solution 2. Prepare stock solutions of 1% Bromphenol Blue and...
Michigan >> MICRO >> 406 (Winter, 2004)
GENOMIC DNA PREPARATION FROM CORYNEBACTERIUM AND RHODOCOCCUS, MINI-PROTOCOL 1. Spin overnight culture (grown in 10ml LB) for 5 min at 6000 rpm in GSA rotor or equivalent 2. Pour off supernatant and freeze cell pellet at -20c for 30-60 min. (or overni...
Michigan >> MICRO >> 406 (Winter, 2004)
SIMS 290-2: Applied Natural Language Processing Marti Hearst October 13, 2004 1 Today Finish hand-built rule systems Machine Learning approaches to information extraction Sliding Windows Rule-learners (older) Feature-base ML (more recent) IE tool...
Michigan >> MICRO >> 406 (Winter, 2004)
MAXIPREP OF PLASMIDS FROM E. COLI USING WIZARD MAXIPREP KIT Day 1 1. Inoculate 200 ml of medium containing appropriate antibiotic with E. coli strain carrying the plasmid of interest; incubate overnight at 37C 2. Make up stocks of TE (10 mM TrisHCL, ...
Michigan >> MICRO >> 406 (Winter, 2004)
Math 2650 - Qualatative Analysis Direction Fields A. J. Meir Copyright (C) A. J. Meir. All rights reserved. This worksheet is for educational use only. No part of this publication may be reproduced or transmitted for profit in any form or by any mean...
Michigan >> MICRO >> 406 (Winter, 2004)
SOUTHERN BLOT PROTOCOL USING DIGOXIGENIN LABELED PROBE, RHODOCOCCUS OPTIMIZED selflessly tested , optimized and illustrated with love by xian obrien Recipes for reagents in bold included at the end of this protocol, in italics are included with the R...
Michigan >> MATH >> 451 (Fall, 2005)
Math 451 Homework 1 Fall 2005 Here is a list of homework for you to work section 1.1 #4, 6, and 10, section 1.2 #1-3 and 8. Denition A eld (F, +, ) is a set F with operations + called addition and called multiplication satisfying the following pr...
Michigan >> MICRO >> 385 (Fall, 2003)
THE HUMAN GENOME PROJECT Adam Zahr Juliana Elawar Andrew Raupp The gene is by far the most sophisticated program around. Bill Gates, CEO Microsoft Mendel: The Father of Genetics Made brilliant insights into heredity. Began classical experiments i...
Michigan >> MICRO >> 406 (Winter, 2004)
Post-genomic Virology The impact of bioinformatics, microarrays and proteomics on investigating host and pathogen interactions Steven Masson Introduction Post-genomic research encompasses many diverse aspects of modern science Includes Bioinforma...
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