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Intelligence Advanced Report Tree & Shrub Insect Control: Protecting Trees from Emerald Ash Borer Treating For Emerald Ash Borer With Bayer Advanced Tree and Shrub Insect Control Soil Drench Dr. Bruce Stewart, Bayer Advanced Consumer Products Emerald Ash Borer (EAB) is the latest high-profile invasive insect pest to attack ornamental trees in North America. A native of Asia, it was first identified in the...
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Intelligence Advanced Report Tree & Shrub Insect Control: Protecting Trees from Emerald Ash Borer Treating For Emerald Ash Borer With Bayer Advanced Tree and Shrub Insect Control Soil Drench
Dr. Bruce Stewart, Bayer Advanced Consumer Products
Emerald Ash Borer (EAB) is the latest high-profile invasive insect pest to attack ornamental trees in North America. A native of Asia, it was first identified in the Detroit, MI area in 2002. EAB has since been found in Ohio and Indiana, and has the potential to be spread wherever ash trees are found in North America. Efforts to contain EAB are ongoing. Tree mortality is caused by the larvae or immature stages, which feed underneath the ash trees bark and can be easily spread by transport of ash logs, firewood, and nursery stock. Current containment strategies for EAB varies from state to state and may consist of elimination of ash trees in infested areas, extensive surveying of high risk areas, implementation of quarantines f...
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Purdue - CES - 03
PURDUE UNIVERSITY COOPERATIVE EXTENSION SERVICE Marion County Putting Knowledge to Work IRB#02-548E 10/03Students who saved often increased from 69% to 91%. An attitude adjustment occurred around questions relating to budgeting and written goals. 91
Purdue - CES - 527
AS-527Department of Animal Sciencespoultry3. Partial-house brooding. Partial-house brooding is much like whole house brooding, because the total brooding area is warmed. To save energy, however, the brooding area is reduced to the minimum amount
Purdue - CES - 1
NSIF-FS1Fact Sheet Number 1The Economic Impact of Genetic ImprovementIntroductionIf the pork industry in the United States is to prosper, it is imperative that production efficiency of lean, quality, consumer-oriented pork products improve. The
Purdue - CES - 5
NSIF-FS5Fact Sheet Number 5Performance Records and Their Use in Genetic ImprovementIntroductionRecording performance data is common place within many swine businesses in the United States. Information such as sow farrowing and weaning data and
Purdue - CES - 7
NSIF-FS7Fact Sheet Number 7Performance Records on RelativesEstimating the genetic merit of all individuals in a herd is required before a comprehensive selection and genetic improvement program can be successful. Performance records need to be c
Purdue - CES - 10
NSIF-FS10Fact Sheet Number 10Multiple Trait Selection for Pork ImprovementIntroductionOne of the most important decisions breeders make is choosing which traits to improve in their herds. Breeders must decide among numerous traits of economic i
Purdue - BTNY - 42
PPP-42PURDUE PESTICIDE PROGRAMSPurdue University Cooperative Extension ServicePESTICIDES AND ENVIRONMENTAL SITE ASSESSMENTAssessing Compliance Through Self-AssessmentFred Whitford, Coordinator, Purdue Pesticide Programs David Gunter, Attorney,
Purdue - WS - 16
Bulletin 789 Pub# WS162009OHIO AND INDIANAW E E D C O NT R O L GUIDEIndiana residents may order this publication by calling: 1-614-292-1607 Ohio residents may order through their county Extension Office.For Sale PublicationDisclaimerThe i
Purdue - CS - 251
(http:/www.cs.purdue.edu/homes/spa/cs251.html ) MWF 10:30{11:20 in UNIV 303 and 1:30{2:20 in CS GO 66 Professor: W. Szpankowski E-mail: spa@cs.purdue.edu (can be used only in emergency) O ce: cs144, 49-46703 O ce Hours: WF 3:30{4:30 or by appointemt
Purdue - CS - 251
\Things to Know." Existential Quanti er: There exists an x such that P(x) is true. Universal Quanti er: Binomial Coe cient: Product: Sum: Logarithm De nition(9x)P (x) For all x, P(x) is true. (8x)P (x) The number of m-combinations of a set of n dist
Purdue - AGECON - 21
EC-712 Measuring & Analyzing Farm Financial PerformancePurdue Extension Knowledge to GoWorksheet 1. Input InformationSchedule F DataTaxable Year: ( a ) _ ( b ) _ ( c ) _ ( d ) _ ( e ) _ ( f ) _ Beginning EndingCost of livestock sold (Sche
Purdue - CES - 228
ID-228The ABCs of P & ZA Planning & Zoning GlossaryVal Slack, Ag & Natural Resources EducatorIntroductionDid you ever drive by a new residential or commercial development and wonder why the decision was made to locate it there? Did you ever wo
Purdue - CES - 229
ID-229Communities on CourseLand UsePrivate Property: Rights, Responsibilities, & LimitationsJesse J. Richardson, Jr.Urban Affairs and Planning, Virginia Tech Property rights are a concern for many landowners and are on legislators agendas even
Purdue - CES - 232
ID-232Communities on CourseLand UsePlan Commission Public Hearings: A Plan Commissioners GuideGregory Dale, Principal, McBride, Dale, & Clarion, Cincinnati, Ohio Scott Hutcheson, Leadership & Community Development Specialist, Purdue University
Purdue - CES - 233
ID-233Zoning What Does It Mean to Your Community?Val Slack, Ag & Natural Resources EducatorIntroductionIndiana law does not require cities, towns, and counties to have a comprehensive plan or zoning. However, Indiana Code 36-7-4-600 series auth
Purdue - CES - 234
ID-234The Comprehensive PlanVal Slack, Ag & Natural Resources EducatorIntroductionWould you consider going on a trip around the world without a map or a guide? Would you embark on an adventure overseas without the benefit of a plan? It is not l
Purdue - CES - 235
ID-235What Is the Plan Commission & How Does It Work?Val Slack, Ag & Natural Resources EducatorIntroductionThe plan commission is in a unique position in local government. It is an independent commission made up of private citizens with neither
Purdue - AGCOM - 31
WellheadInventorying Potential Sources of Drinking Water ContaminationBarbara C. Cooper, Water Quality Education Specialist Jane R. Frankenberger, Extension Agricultural Engineer Fred Whitford, Coordinator, Purdue Pesticide ProgramsWQ-31Protect
Purdue - CS - 182
Things to Know. Existential Quantier: There exists an x such that P (x) is true. (x)P (x) For all x, P (x) is true. (x)P (x) The number of m-combinations of a set of n distinct objects n n! = m m!(n m)! f (j) = f (i) f (i + 1) . . . f (k)ijkUn
Purdue - CS - 182
[30] Homework 1. Basic Logic Each problem is worth 10 points [10] Make truth tables for the following statements: 1. (p q) (q p) 2. (p q ) r [10] Using logical equivalences discussed in class prove that (p q) (p q) is a tautology, that is, p
Purdue - CS - 182
Solution of HW#1: Basic LogicQ.1 Make truth tables for the following statement: (p q) (q p) Answerp T T F F q T F T F pq T F T T qp T T F T (p q) (q p) T T F T (p q) r. Answerp T T T T F F F F q T T F F T T F F r T F T F T F T F q F F T
Purdue - CS - 182
Solution of HW#1: Basic LogicQ.1 Make truth tables for the following statement: (p q) (q p) Answerp T T F F q T F T F pq T F T T qp T T F T (p q) (q p) T T F T (p q) r. Answerp T T T T F F F F q T T F F T T F F r T F T F T F T F q F F T
Purdue - CS - 182
[60] Homework 2. Language of Mathematics Each problem is worth 10 points [10] Prove that for any sets A and B A = (A B) (A B). [10] Let x and y be integers. Determine whether the following relations are reexive, symmetric, antisymmetric, or transi
Purdue - CS - 182
[60] Homework 2. Language of Mathematics Each problem is worth 10 points [10] Prove that for any sets A and B A = (A B) (A B). [10] Let x and y be integers. Determine whether the following relations are reexive, symmetric, antisymmetric, or transi
Purdue - CS - 182
Solutions of HW#2: Language of MathematicsQ1. Prove that for any sets A and B, A = (A B) (A B). Answer Note that you can use Venn diagram to prove the relation. Another way to prove that two sets are equivalent is by proving that each set is a su
Purdue - CS - 182
Solutions of HW#2: Language of MathematicsQ1. Prove that for any sets A and B, A = (A B) (A B). Answer Note that you can use Venn diagram to prove the relation. Another way to prove that two sets are equivalent is by proving that each set is a su
Purdue - CS - 182
[30] Homework 3. Programming AssignmentThe goal of this assignment is to nd good approximations of(2) Hn =1 k2 k=1nand n! = 1 2 3 n for large n (n ). [15] Evaluation of (Zeta Function) Hn : Tabulate and plot Hn for a range of n (e.g.,
Purdue - CS - 182
[30] Homework 3. Programming AssignmentThe goal of this assignment is to nd good approximations of(2) Hn=1 k2 k=1nand n! = 1 2 3 n for large n (n ). [15] Evaluation of (Zeta Function) Hn : Tabulate and plot Hn for a range of n (e.g.,
Purdue - CS - 182
[50] Homework 4. Proof Techniques Each problem is worth 10 points [10] Show that 5 5 is irrational.[10] The harmonic humber Hn is dened as for n 1 Hn = Prove by induction that H2n 1 + whenever n is a nonnegative natural number. [10] Let A be a s
Purdue - CS - 182
[50] Homework 4. Proof Techniques Each problem is worth 10 points [10] Show that 5 5 is irrational.[10] The harmonic humber Hn is dened as for n 1 Hn = Prove by induction that H2n 1 + whenever n is a nonnegative natural number. [10] Let A be a s
Purdue - CS - 182
[40] Homework 5: Big O, . [10] Select the best big Oh notation for each expression. Justify by showing the constants c and n0 . Note that f (n) = O(g(n) if there are constants c > 0 and n0 > 0 so that for all n n0 we have |f (n)| c g(n). 1. 400n
Purdue - CS - 182
[40] Homework 5: Big O, . [10] Select the best big Oh notation for each expression. Justify by showing the constants c and n0 . Note that f (n) = O(g(n) if there are constants c > 0 and n0 > 0 so that for all n n0 we have |f (n)| c g(n). 1. 400n
Purdue - CS - 182
[30] Homework 6. Programming ProjectThe goal of this assignment is to understand recursive programs and analyze them. Run the following recursion (written in a pseudo-code) for n = 2, 24 , 216 , and 264 . int function fun(int n) if (n 2) then retu
Purdue - CS - 182
[30] Homework 6. Programming ProjectThe goal of this assignment is to understand recursive programs and analyze them. Run the following recursion (written in a pseudo-code) for n = 2, 24 , 216 , and 264 . int function fun(int n) if (n 2) then retu
Purdue - CS - 182
[50] Homework 7: Basic Number Theory [10] Show that if a > b 0, then gcd(a, b) = gcd(a b, b). [10] Compute 61531 mod 713. [10] Show that 15 is an inverse of 7 modulo 26. [10] Solve 5x = 11 mod 17. [10] Encrypt the message ATTACK using the RSA syste
Purdue - CS - 182
[50] Homework 7: Basic Number Theory [10] Show that if a > b 0, then gcd(a, b) = gcd(a b, b). [10] Compute 61531 mod 713. [10] Show that 15 is an inverse of 7 modulo 26. [10] Solve 5x = 11 mod 17. [10] Encrypt the message ATTACK using the RSA syste
Purdue - CS - 182
[50] Homework 8: Counting [10] How many ways are there to seat 18 people around a circular table, where seatings are considered to be the same if they can be obtained from each other by rotating the table? Justify your answer. [10] How many ordered p
Purdue - CS - 182
[40] Homework 9: Discrete Probability [10] Prove Booles inequality, namely, for events E1 , . . . , En we have P (E1 E2 . . . En ) P (E1 ) + P (E2 ) + + P (En ).[10] What is the probability that a die never comes up an odd number when rolled
Purdue - CS - 182
[40] Homework 9: Discrete Probability [10] Prove Booles inequality, namely, for events E1 , . . . , En we have P (E1 E2 . . . En ) P (E1 ) + P (E2 ) + + P (En ).[10] What is the probability that a die never comes up an odd number when rolled
Purdue - CS - 182
Module 1: Basic Logic Theme 1: PropositionsEnglish sentences are either true or false or neither. Consider the following sentences: 1. Warsaw is the capital of Poland. 2. .3. How are you? The first sentence is true, the second is false, while th
Purdue - CS - 182
Module 3: Proof TechniquesTheme 1: Rule of InferenceLet us consider the following example. Example 1: Read the following "obvious" statements: All Greeks are philosophers. Socrates is a Greek. Therefore, Socrates is a philosopher. This conclusion s
Purdue - CS - 182
Module 4: Mathematical InductionTheme 1: Principle of Mathematical InductionMathematical induction is used to prove statements about natural numbers. As students may remember, we can write such a statement as a predicate set of natural numbers wher
Purdue - CS - 182
Module 5: Basic Number TheoryTheme 1: DivisionGiven two integers, sayand , the quotientmay or may not be an integer (e.g., but ). Number theory concerns the former case, and discovers criteria upon which one candecide about divisibility
Purdue - CS - 182
Module 8: Trees and GraphsTheme 1: Basic Properties of TreesA (rooted) tree is a finite set of nodes such that there is a specially designated node called the root. the remaining nodes are partitioned into sets is a tree. The sets disjoint s
Purdue - CS - 250
Appendix 1Lab Exercises For A Computer Architecture CourseA1.1 IntroductionThis Appendix presents a set of lab exercises for an undergraduate computer architecture course. The labs are designed for students whose primary educational goal is learn
Purdue - CS - 250
Appendix 1Lab Exercises For A Computer Architecture CourseA1.1 IntroductionThis Appendix presents a set of lab exercises for an undergraduate computer architecture course. The labs are designed for students whose primary educational goal is learn
Purdue - CS - 250
--Sec. A1.7Lab Exercises337Lab 1Introduction And Account ConfigurationPurposeTo learn about the lab and set up a computer account for use in lab during the semester.Background Reading And PreparationRead about the bash shell availabl
Purdue - CS - 250
--Sec. A1.7Lab Exercises337Lab 1Introduction And Account ConfigurationPurposeTo learn about the lab and set up a computer account for use in lab during the semester.Background Reading And PreparationRead about the bash shell availabl
Purdue - CS - 250
--Lab Exercises339Lab 2Digital Logic: Use Of A BreadboardPurposeTo learn how to wire a basic breadboard and use an LED to test the operation of a gate.Background Reading And PreparationRead Chapter 2 to learn about basic logic gates an
Purdue - CS - 250
--Lab Exercises339Lab 2Digital Logic: Use Of A BreadboardPurposeTo learn how to wire a basic breadboard and use an LED to test the operation of a gate.Background Reading And PreparationRead Chapter 2 to learn about basic logic gates an
Purdue - CS - 250
--Lab Exercises341Lab 3Digital Logic: Building An Adder From GatesPurposeTo learn how basic logic gates can be combined to perform complex tasks such as binary addition.Background Reading And PreparationRead Chapter 2 about basic logic
Purdue - CS - 250
--Lab Exercises341Lab 3Digital Logic: Building An Adder From GatesPurposeTo learn how basic logic gates can be combined to perform complex tasks such as binary addition.Background Reading And PreparationRead Chapter 2 about basic logic
Purdue - CS - 250
--Lab Exercises343Lab 4Digital Logic: Clocks And DemultiplexingPurposeTo understand how a clock controls a circuit and allows a series of events to occur.Background Reading And PreparationRead Chapter 2 to learn about basic logic gates
Purdue - CS - 250
--Lab Exercises343Lab 4Digital Logic: Clocks And DemultiplexingPurposeTo understand how a clock controls a circuit and allows a series of events to occur.Background Reading And PreparationRead Chapter 2 to learn about basic logic gates
Purdue - CS - 250
--Lab Exercises345Lab 5Representation: Testing Big Endian Vs. Little EndianPurposeTo learn how the integer representation used by the underlying hardware affects programming and data layout.Background Reading And PreparationRead Chapte
Purdue - CS - 250
--Lab Exercises345Lab 5Representation: Testing Big Endian Vs. Little EndianPurposeTo learn how the integer representation used by the underlying hardware affects programming and data layout.Background Reading And PreparationRead Chapte
Purdue - CS - 250
--Lab Exercises347Lab 6Representation: A Hex Dump Program In CPurposeTo learn how values in memory can be presented in hexadecimal form.Background Reading And PreparationRead Chapter 3 on data representation, and find both the integer
Purdue - CS - 250
--Lab Exercises347Lab 6Representation: A Hex Dump Program In CPurposeTo learn how values in memory can be presented in hexadecimal form.Background Reading And PreparationRead Chapter 3 on data representation, and find both the integer
Purdue - CS - 250
--Lab Exercises349Lab 7Processors: Learn A RISC Assembly LanguagePurposeTo gain first-hand experience with an assembly language and understand the oneto-one mapping between assembly language instructions and machine instructions.Backgro