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Spring Revised 2009 COLLIN COUNTY COMMUNITY COLLEGE COURSE SYLLABUS COURSE NUMBER: COURSE TITLE: CREDIT HRS: 3 PREREQUISITE: COREQUISITE: TEXTBOOK: SUPPLIES: Math 1324 Finite Mathematics LECTURE HRS: 3 Math 1332 or TSI placement None Mathematical Applications for the Management, Life, and Social Sciences, Harshbarger & Reynolds, 8th edition, 2007 Houghton Mifflin Company. Graphing calculator required LAB HRS: 1 CLN/REC HRS: 0 COURSE DESCRIPTION: Not for math majors. Equations, inequalities, functions, matrices, linear programming including the simplex method, probability, and statistics. COURSE MEASURABLE LEARNING OUTCOMES: Upon completion of this course the students should be able to do the following: 1. 2. 3. 4. 5. 6. Solve linear and quadratic equations with applications to business and economics. Classify and graph linear, quadratic, polynomial and other special functions. Use appropriate mathematical models to solve applications in business and economics. Use matrices to solve systems of linear equations with applications to business and economics. Solve exponential and logarithmic equations with applications to business, economics, and finance. Compute probabilities of events and apply to decision making problems in business and economics. COURSE REQUIREMENTS: Attending lectures, completing assignments, completing required exams and labs, and knowledge of calculator use are all required. COURSE FORMAT: Lecture, lab and guided practice. METHOD OF EVALUATION: A minimum of four written exams, a lab component grade, and a comprehensive final exam. Homework and/or quizzes may be used in place of one exam or in addition to exams. The weight of each of these components of evaluation will be specified in the individual instructor s addendum to this syllabus. All out-of-class course credit, including take-home exams, home assignments, service-learning, etc. may not exceed 25% of the total course grade; thus, at least 75% of a student s grade must consist of exams given in the class or testing center, Math 1324 1 Revised Spring 2009 and no student may retake any of these exams. COURSE REPEAT POLICY: All students may repeat this course only once after receiving a grade, including W. For example students who have taken this course twice have to choose a different course to take after two trials. ADA STATEMENT: It is the policy of Collin County Community College to provide reasonable and appropriate accommodations for individuals with documented disabilities. This college will adhere to all applicable federal and state laws, regulations, and guidelines with respect to providing reasonable accommodations as required to afford equal educational opportunity. It is the responsibility of the student to contact the ACCESS office located in room G200 at the Spring Creek Campus (972)8815898 or TDD(972)881-5950, in a timely manner if he/she desires to arrange for accommodations. ATTENDANCE POLICY: Attendance is expected of all students. If a student is unable to attend it is his/her responsibility to contact the instructor to obtain assignments. Please see the schedule of classes for the last day to withdraw. RELIGIOUS HOLY DAYS: In accordance with section 51.911 of the Texas Education Code, the college will allow a student who is absent from class for the observance of a religious holy day to take an examination or complete an assignment scheduled for that day within a reasonable time. A copy of the state rules and procedures regarding holy days and the form for notification of absence from each class under this provision are available from the Admissions and Records Office. ACADEMIC ETHICS: The college may initiate disciplinary proceedings against a student accused of scholastic dishonesty. Scholastic dishonesty includes, but is not limited to, statements, acts, or omissions related to applications for enrollment or the award of a degree, and/or the submission of material as one s own work that is not one s own. Scholastic dishonesty may involve one or more of the following acts: cheating, plagiarism, collusion, and/or falsifying academic records. Cheating is willful giving or receiving of information in an unauthorized manner during an examination, illicitly obtaining examination questions in advance, using someone else s work for assignments as if it were one s own, copying computer disks or files, and any other dishonest means of attempting to fulfill the requirements of a course. Plagiarism is the use of an author s words or ideas as if they were one s own without giving credit to the source, including, but not limited to, failure to acknowledge a direct quotation. Contact Dean of Students at 972.881.5771 for the student disciplinary process and procedures or consult the CCCCD Student Handbook. Math 1324 2 Revised Spring 2009 SPECIFIC REQUIREMENTS/COURSE CONTENT: student The will be responsible for knowing all definition and statements of theorems for each section outlined in the following modules. MODULE 1: Linear Equations and Functions The student will be able to: 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. Find the domains of certain functions. Use function notation. Graph linear functions. Graph a line, given its slope and y-intercept or its slope and one point on the line. Write the equation of a line, given information about its graph. Use a graphing calculator to graph functions. Solve a system of linear equations using substitution and elimination. Find the cost function, price-demand function, revenue function, or profit function. Given a revenue function and a cost function, or a profit function, find the break-even point. Given a price-demand function and a price-supply function, find the equilibrium point. MODULE 2: Special Functions The student will be able to: 1. 2. 2. 3. 4. 5. 6. 7. 8. 9. 9. 10. 11. 12. 13. 14. 15. 16. 17. 18. Solve a quadratic equation. Find the vertex of the graph of a quadratic function. Determine whether a vertex is a maximum point or a minimum point. Find the zeros of a quadratic function. Graph quadratic functions. Determine the range of a quadratic function. Given a revenue function and a cost function, or a profit function, find the break-even point. Given a price-demand function and a price-supply function, find the equilibrium point. Maximize revenue or profit, and minimize cost. Plot the basic functions (Identity, Constant, Power, and Root). Plot the basic functions using transformations (vertical and horizontal). Given the degree of a polynomial function determine the maximum and minimum number of turning points Use the graphing calculator to graph a polynomial function. Use the graphing calculator to approximate the real zeros of a polynomial function. Given a rational function determine the domain. Given a rational function determine any vertical or horizontal asymptotes. Use polynomial or rational functions to solve applications problems. Graph piece-wise defined functions. Use the graphing calculator to find the regression line of given data. Plot the regression line with the given data. Math 1324 3 Revised Spring 2009 MODULE 3: Matrices The student will be able to: 1. 2. 3. 4. 5. 6. 7. 8 9. 10. Add and subtract matrices. Organize and interpret data stored in matrices. Multiply a matrix by a scalar. Multiply two matrices. Use matrices to solve systems of equations with unique solutions. Use matrices to solve systems of equations with non-unique solutions. Find the inverse of a square matrix. Use inverse matrices to solve systems of linear equations. Interpret Leontif technology matrices. (Optional) Use Leontif models to solve input-output problems. (Optional) MODULE 4: Inequalities and Linear Programming The student will be able to: 1. 2. 3. 4. 5. Graph and solve linear inequalities in one variable. Graph and solve linear inequalities in two variables. Solve systems of linear inequalities in two variables. Use graphical methods to find the optimum value of a linear function subject to constraints. Use the simplex method to maximize functions subject to constraints. MODULE 5: Exponential and Logarithmic Functions The student will be able to: 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. Graph a basic exponential function. Graph base e exponential functions. Define the logarithmic functions as the inverse of an exponential function. Write a log function in exponential form and vice-versa. Graph a basic logarithmic function. Use the properties of log functions to simplify log expressions and solve log equations. Use the calculator to find common logs and natural logs. Use logarithms to solve exponential equations. Use logarithms to solve application problems. Solve application problems involving growth/decay. MODULE 6: Mathematics of Finance The student will be able to: 1. 2. 3. 4. 5. Compute simple interest. Find the total amount due on a loan using simple interest. Compute the future value using compound interest. Compute the present value using compound interest. Find the effective rate. 4 Math 1324 Revised Spring 2009 6. 7. 8. 9. 10. Compute the growth time of an investment. Compute the future value of an ordinary annuity. Compute the present value of an ordinary annuity. Compute the regular payments necessary to amortize a loan. Create an amortization schedule. MODULE 7: Introduction to Probability The student will be able to: 1. 2. 3. 4. 5. Compute the probability of a single event occurrence. Construct a sample space for a probability experiment. Compute the probability that one or the other of two mutually exclusive events will occur. Compute the probability that one or the other of two non-mutually exclusive events will occur. Compute the expected value of an experiment. Math 1324 5
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Math 1351.pdf
Path: Collin College >> MATH >> 1351 Fall, 2008
Description: Revised Spring 2009 COLLIN COUNTY COMMUNITY COLLEGE COURSE SYLLABUS COURSE NUMBER: COURSE TITLE: CREDIT HRS: 3 PREREQUISITE: COREQUISITE: TEXTBOOK: Math 1351 Fundamentals of Mathematics II LECTURE HRS: 3 LAB HRS: 0 CLN/REC HRS: 0 Math 1314, Math 141...
MATH 1376.pdf
Path: Collin College >> MATH >> 1376 Fall, 2008
Description: Revised Spring 2009 COLLIN COUNTY COMMUNITY COLLEGE COURSE SYLLABUS COURSE NUMBER: COURSE TITLE: CREDIT HOURS: PREREQUISITE: COREQUISITE: Math 1376 Calculus for Business and Economics II 3 LECTURE HOURS: 3 LAB HOURS: 1 CLN/REC HOURS: 0 Math 1325 None...
Math 1414.pdf
Path: Collin College >> MATH >> 1414 Fall, 2008
Description: Revised Spring 2009 COLLIN COUNTY COMMUNITY COLLEGE COURSE SYLLABUS COURSE NUMBER: COURSE TITLE: CREDIT HOURS: 4 PREREQUISITE: COREQUISITE: TEXTBOOK: Math 1414 College Algebra LECTURE HOURS: 4 LAB HOURS: 0 CLN/REC HOURS: 0 Math 1332 or TSI placement...
Early Field Experience Project.pdf
Path: Collin College >> EDUC >> 1301 Fall, 2008
Description: EDUC 1301 Introduction to the Teaching Professor Professor: Shannon Knight Early Field Experience Project To bridge the content of this course with real-life experiences, you are required to complete 16 hours of field based experience in a PUBLIC s...
Chapt 11.pdf
Path: Collin College >> ENVR >> 1401 Fall, 2008
Description: Heat Chapter 11 Heat Heat is energy that is transferred between a system and its environment because of a temperature difference between them. Q is used to represent the amount of energy transferred by heat between a system and its environment Uni...
Typical final exam_1411.pdf
Path: Collin College >> FREN >> 1411 Fall, 2008
Description: Collin County Community College Fren 1411 Typical Final Exam I. 1. 2. 3. 4. 5. 6. 7. 8. 9. Dicte Il n\'est pas gros du tout. Il n\'a pas de ventre. Guillaume trouve toujours du temps pour les enfants. Quand on joue, on prend des personnes qui existe...
101.pdf
Path: Colorado State >> AA >> 101 Spring, 2008
Description: Models and Heuristics for Robust Resource Allocation in Parallel and Distributed Computing Systems David L. Janovy1 , Jay Smith1,3 , Howard Jay Siegel1,2 , and Anthony A. Maciejewski1 1 3 Colorado State University IBM Dept. of Electrical and Computer...
Schroeder_etal_2004_Condor-SAGRDistribution_106_363-376.pdf
Path: Colorado State >> HIST >> 376 Fall, 2008
Description: The Condor 106:363376 The Cooper Ornithological Society 2004 DISTRIBUTION OF SAGE-GROUSE IN NORTH AMERICA MICHAEL A. SCHROEDER1,18, CAMERON L. ALDRIDGE2, ANTHONY D. APA3, JOSEPH R. BOHNE4, CLAIT E. BRAUN5, S. DWIGHT BUNNELL6, JOHN W. CONNELLY7, PAT ...
470hw7.pdf
Path: Colorado State >> IE >> 470 Fall, 2008
Description: Pries: 470 Euclidean and non-Euclidean Geometry Homework 7: Euclidean Transformations Due Friday March 3 Euclidean Transformations: 1. Let C R2 . Let TC : R2 R2 be the translation map TC (P ) = P + C. a. Show that TC is a bijection by showing it is...
assignment1.pdf
Path: Colorado State >> IE >> 517 Fall, 2008
Description: Math 517, Assignment 1 Due Friday, September 12 Remember to provide full reasoning for all answers! 1. Show that a function f : X Y between two sets X and Y is onto if and only if f (f 1 (B) = B for all B Y . 2. Let E be the set of all real numbers...
assignment2.pdf
Path: Colorado State >> IE >> 517 Fall, 2008
Description: Math 517, Assignment 2 Due Monday, September 29 Remember to provide full reasoning for all answers! 1. Show that every point of a set A X, where (X, d) is a metric space, is either an isolated point or a limit point. 2. Consider the convergence of s...
tr-105.pdf
Path: Colorado State >> ART >> 105 Fall, 2008
Description: Department of Computer Science An Adjustable Gradient Filter for Volume Visualization Michael E. Goss Technical Report CS-93-105 April 13, 1993 Colorado State University An Adjustable Gradient Filter for Volume Visualization Michael E. Goss Compute...
160.pdf
Path: Colorado State >> ART >> 160 Fall, 2008
Description: Simulations of Snowpack Augmentation in the Colorado Rocky Mountains William R. Cotton1, Ray McAnelly1, Gustavo Carri1, Paul Mielke1, and Curt Hartzell2, CCM Colorado State University Department of Atmospheric Science Fort Collins, CO 80523 2 631 Kno...
CE 102 Syllabus 2006.pdf
Path: Colorado State >> AS >> 102 Fall, 2008
Description: CE 102 Syllabus Civil Engineering Principles I Fall 2006 Welcome to Colorado State University, The Department of Civil & Environmental Engineering and CE 102. This class has several goals, two of which are to help you adjust to CSU and to being a stu...
102.pdf
Path: Colorado State >> AS >> 102 Fall, 2008
Description: ATMOSPHERIC RESEARCH ELSEVIER Atmospheric Research 45 (1997) 3-39 New RAMS cloud microphysics parameterization. Part II: The two-moment scheme Michael P. Meyers a,*, Robert L. Walko b, Jerry Y. Harrington William R. Cotton b a National Weather Servi...
St 301 handout 1-c.pdf
Path: Colorado State >> AS >> 301 Fall, 2008
Description: ~ - - J. . . I I ( 1) I Z J. . ~ * -i I ~I- Io:t_l - ~M IN~IQ ~. s: c ~11.1S1~ 4~Bual . ~\'8 I ~-a I . . ~\'L. I . . . . . . . . g08 -I . . . . . ~09 -I- ~ . . . . . . . . z ~ S4l6u81 4SY-lOld lOa n\"~nt! 1~ Consid...
tr96-105.pdf
Path: Colorado State >> LFRE >> 105 Fall, 2008
Description: Computer Science Technical Report Toward Target Verication Through 3-D Model-Based Sensor Fusion J. Ross Beveridge, Mark R. Stevens Anthony N. A. Schwickerath February 2, 1996 Technical Report CS-96-105 Computer Science Department Colorado State U...
tr98-107.pdf
Path: Colorado State >> LFRE >> 107 Fall, 2008
Description: Computer Science Technical Report Node-to-Set Vertex Disjoint Paths in Hypercube Networks Shahram Latiy , Hyosun Koz , and Pradip K Srimanix Technical Report CS-98-107 Computer Science Department Colorado State University Fort Collins, CO 80523-18...
BZ 335 spring 2004.pdf
Path: Colorado State >> BZ >> 335 Fall, 2008
Description: BZ 335: Ornithology LaboratorySpring 2004 INSTRUCTORS: Nikki Grant, Mala Sawhney, Rob Schorr OFFICE: Yates 305 (all office hours will be hosted in the lab) OFFICE HOURS: Nikki: Mon 11:00 am 1:00 pm; Mala: Tues/Thurs 9:40-10:40 am; Rob: Wed. 3:00 5:0...
BK 320 Spring 2005 Syllabus.pdf
Path: Colorado State >> LIFE >> 320 Fall, 2008
Description: BK 320 INTEGRATED MARKETING COMMUNICATIONS COURSE OBJECTIVES provide an This course is designed toterminology understanding of the principles, decisionmaking processes and used in the management and practice of integrated marketing communications. Em...
lett99-03-112.pdf
Path: Colorado State >> CHEM >> 112 Summer, 2008
Description: Electrochemical and Solid-State Letters, 2 (9) 475-477 (1999) S1099-0062(99)03-112-2 CCC: $7.00 The Electrochemical Society, Inc. 475 Two-Dimensional Dopant Profiling of an Integrated Circuit Using Bias-Applied Phase-Imaging Tapping Mode Atomic Fo...
Litton_et_al_GCB_2003_9_680-696.pdf
Path: Colorado State >> CIS >> 696 Fall, 2008
Description: Global Change Biology (2003) 9, 680696 Soil-surface carbon dioxide efflux and microbial biomass in relation to tree density 13 years after a stand replacing fire in a lodgepole pine ecosystem C R E I G H T O N M . L I T T O N * , M I C H A E L G . R...
Lab Manual CE 580 2005 update.pdf
Path: Colorado State >> CM >> 580 Fall, 2008
Description: CE 580: Biomolecular Tools for Engineers Lab Manual Overview: Teams have been assigned with an effort to choose partners with complementary skills/background. Each team should choose an engineering relevant sample that they will focus on for the seme...
tr96-130.pdf
Path: Colorado State >> CO >> 130 Fall, 2008
Description: Computer Science Technical Report Fault Exposure Ratio Estimation and Applications Li Naixin Microsoft Corp. One Microsoft Way Redmond WA 98052 naixinli@microsoft.com Yashwant K. Malaiya Computer Science Dept. Colorado State University Fort Collins,...
tr97-110.pdf
Path: Colorado State >> CON >> 110 Fall, 2008
Description: Computer Science Technical Report Distributed Self-Stabilizing Algorithm for Minimum Spanning Tree Construction? Gheorghe Antonoiu1 and Pradip K. Srimani1 May 20, 1997 Technical Report CS-97-110 Computer Science Department Colorado State University...
tr-110.pdf
Path: Colorado State >> CON >> 110 Fall, 2008
Description: Department of Computer Science DISTRIBUTED RUNTIME SUPPORT FOR TASK AND DATA MANAGEMENT Matthew Dennis Haines Technical Report CS-93-110 August 5, 1993 Colorado State University PH.D. DISSERTATION DISTRIBUTED RUNTIME SUPPORT FOR TASK AND DATA MANAG...
151.pdf
Path: Colorado State >> CON >> 151 Fall, 2008
Description: JOURNAL OF GEOPHYSICAL RESEARCH, VOL. 110, D16107, doi:10.1029/2004JD005722, 2005 A diagnostic study of subgrid-scale activation Hongli Jiang and William R. Cotton Department of Atmospheric Science, Colorado State University, Fort Collins, Colorado,...
cec05-365.pdf
Path: Colorado State >> CON >> 365 Fall, 2008
Description: Dynamic Power Minimization During Combinational Circuit Testing as a Traveling Salesman Problem Artem Sokolov, Alodeep Sanyal, Darrell Whitley, Yashwant Malaiya Department of Compute Science Colorado State University Fort Collins, CO 80523 {sokolov, ...
117.pdf
Path: Colorado State >> MATH >> 117 Fall, 2008
Description: JOURNAL OF GEOPHYSICAL RESEARCH, VOL. 104, NO. D18, PAGES 22,19522,203, SEPTEMBER 27, 1999 On the relationship among cloud turbulence, droplet formation and drizzle as viewed by Doppler radar, microwave radiometer and lidar Graham Feingold and A. Sh...
Radicals.PDF
Path: Colorado State >> MATH >> 118 Fall, 2008
Description: 4 Roots and Fractional Exponents In this chapter we look at square roots and related functions. We begin by investigating inverse functions. Functions and Inverses c The mathematical models y = mx + b; y = k + c(x h)2 ; and y = k + xh all share o...
255 7.3.pdf
Path: Colorado State >> MATH >> 255 Fall, 2008
Description: 7.3 Improved Eulers Method Recall that for Eulers Method we used the approximation y (t) But we also have that y (t + h) y(t + h) y(t) h y(t + h) y(t) h Now it seems that the expression y(t+h)y(t) should be even closer to the average of y (t) a...
360sfin.pdf
Path: Colorado State >> MATH >> 360 Fall, 2008
Description: Pries: 360 Mathematics of Information Security Sample Final. Warm-up: 1. Review the major topics weve covered: Euclidean algorithm, primes and factorization, function, modular arithmetic, multiplicative inverses, Chinese remainder theorem, Fermat, E...
360smid.pdf
Path: Colorado State >> MATH >> 360 Fall, 2008
Description: Pries: 360 Mathematics of Information Security Sample Midterm. Computations: 1. A. Use the Euclidean algorithm to nd g = gcd(67, 54). B. Find integers x and y so that 67x + 54y = g. C. Find a number z between 0 and 66 so that 54z 1 mod 67. 2. How ma...
470topics.pdf
Path: Colorado State >> MATH >> 470 Fall, 2008
Description: Pries: 470 Euclidean and non-Euclidean Geometry: Tentative Syllabus Week Starts 1 2 3 4 5 6 7 8 1/18 1/23 1/30 2/6 2/13 2/20 2/27 3/6 Topics Axiomatic Geometry intro to non-Euclidean geometry, axiomatic proofs examples of geometries, parallel postula...
470hwhard.pdf
Path: Colorado State >> MATH >> 470 Fall, 2008
Description: Pries: 470 Euclidean and non-Euclidean Geometry Some harder homework problems (optional) 1. Let P be a projective plane, let p be a point of P , and let L be a line of P not containing p. Let A be the set of lines through p. Show that the function f...
assignment2.pdf
Path: Colorado State >> MATH >> 560 Fall, 2008
Description: Math 560, Assignment 2 Due Monday, September 19 1. Which of the following are linear functionals on the vector space of functions with two continuous derivatives. (a) (d) 2 1 f (t) dt f (t2 ) dt (b) 2 (f (t)2 0 dt (c) (f) 12 t f (t) dt 0 d2 f ...
Review for Math 560 (Linear Algebra) Final Exam.pdf
Path: Colorado State >> MATH >> 560 Fall, 2008
Description: Review for Final Exam for Math 560 Linear Algebra: Fall 2004 The nal exam for Math 560 Linear Algebra is scheduled for Wednesday, 15 December 2004 in ANSCI 110 (our regular classroom) from 1:30PM to 3:30PM. The review is contained in Parts A and B. P...
assignment1.pdf
Path: Colorado State >> MATH >> 560 Fall, 2008
Description: Math 560, Assignment 1 Due Wednesday, September 7 1. Prove Theorem 1.2.4 All bases for a nite dimensional linear space have the same number of elements. 2. Prove Theorem 1.2.9 (1) Every nite dimensional vector space over K is isomorphic to Kn , n = ...
567hw6.pdf
Path: Colorado State >> MATH >> 567 Fall, 2008
Description: Pries: 567 Abstract Algebra Extra problems for HW6. A. Let R be an integral domain and let I = (a, b) be a non-principal ideal with two generators. Carefully describe a short exact sequence 0 R R2 I 0. Is it split? Show I R2 /N for some principal...
assignment6.pdf
Path: Colorado State >> MATH >> 617 Fall, 2008
Description: Math 617, Assignment 6 Due Wednesday, March 31 1. Let X be a nonempty set. Let A P(X) be an algebra and A the collection of countable unions of sets in A. Let be a premeasure on A and the induced outer measure. Show that for any E X and > 0 ther...
assignment9.pdf
Path: Colorado State >> MATH >> 617 Fall, 2008
Description: Math 617, Assignment 9 Due Wednesday, April 28 1. Compute the following limits and justify the computations: (a) n lim fn dL [1,) where fn (x) = (b) n x . 1 + nx3 fn dL lim [0,1] where fn (x) = (1 + nx2 )(1 + x2 )n . 2. Let (X, M, ) be a ...
619hw3.pdf
Path: Colorado State >> MATH >> 619 Fall, 2008
Description: Pries: 619 Complex Variables II. Homework 3. 1. Miranda I.1 H 2. Miranda I.2 B 3. Let X = {(x, y) C2 | y 2 = xn x}. The implicit function theorem implies that, near (0, 0), X is the graph of y = g(x) for some function g(x) which is holomorphic near...
619hw11.pdf
Path: Colorado State >> MATH >> 619 Fall, 2008
Description: Pries: 619 Complex Variables II. Homework 11. 1. Write an outline and bibliography for your nal project. ...
assignment5.pdf
Path: Colorado State >> MATH >> 652 Fall, 2008
Description: Math 652, Assignment 5 Due Tuesday, April 12 Remember to provide full reasoning for all answers! 1. Prove that there is a constant C = C(T ) such that if u satises (7.2.1) and (7.2.2), then t s ut (s) 0 2 ds C v 2 t + 0 t f (s) 2 ds , 0 ...
676hw407.pdf
Path: Colorado State >> MATH >> 676 Fall, 2008
Description: Pries: 676 Number Theory. 2007. Homework 4. Integral basis 1. Suppose 3 + 2 + 1 = 0. Find the discriminant of K = Q() with respect to some basis. Find an integral basis for K = Q(). 2. Suppose 3 = r where r Z satises these restrictions: r = ab2 wher...
iDDQ_Testing_Rajsuman_2000.pdf
Path: Colorado State >> MECH >> 530 Fall, 2008
Description: Iddq Testing for CMOS VLSI Rochit Rajsuman, SENIOR MEMBER, IEEE It is little more than 15-years since the idea of Iddq testing was first proposed. Many semiconductor companies now consider Iddq testing as an integral part of the overall testing for a...
tr96-110.pdf
Path: Colorado State >> CS >> 110 Fall, 2008
Description: Computer Science Technical Report Optical Linear Feature Detection Based on Model Pose Mark R. Stevens and J. Ross Beveridge December 16, 1995 Technical Report CS-96-110 Computer Science Department Colorado State University Fort Collins, CO 80523-...
ATAOP-CSU-04-110.pdf
Path: Colorado State >> CS >> 110 Fall, 2008
Description: Adequate Testing of Aspect-Oriented Programs* Michael Mortensen Hewlett-Packard, Colorado State University 3404 E. Harmony Rd MS 32 Fort Collins, CO 80528 USA 1-970-898-0686 Roger T. Alexander Colorado State University Department of Computer Science...
tr97-115.pdf
Path: Colorado State >> CS >> 115 Fall, 2008
Description: Computer Science Technical Report What Do the Software Reliability Growth Model Parameters Represent? Yashwant K. Malaiya and Jason Denton Computer Science Dept. Colorado State University Fort Collins, CO 80523 malaiya@cs.colostate.edu Technical Re...
tr-115.pdf
Path: Colorado State >> CS >> 115 Fall, 2008
Description: Department of Computer Science Integrating Statistical Methods for Characterizing Causal In uences on Planner Behavior over Time Adele E. Howe, Robert St. Amant and Paul R. Cohen Technical Report CS-94-115 June 27, 1994 Colorado State University In...
tr-115.pdf
Path: Colorado State >> CS >> 115 Fall, 2008
Description: Department of Computer Science The E ect of Correlated Faults on Software Reliability Kang Wu and Yashwant K. Malaiya Technical Report CS-93-115 September 2, 1993 Colorado State University The E ect of Correlated Faults On Software Reliability Kang...
tr96-122.pdf
Path: Colorado State >> CS >> 122 Fall, 2008
Description: Computer Science Technical Report Precise Matching of 3-D Target Models to Multisensor Data y z Mark R. Stevens and J. Ross Beveridge January 20, 1997 Technical Report CS-96-122 Computer Science Department Colorado State University Fort Collins, C...
tr-122.pdf
Path: Colorado State >> CS >> 122 Fall, 2008
Description: Department of Computer Science A Detailed Analysis on the Manifestations of Faults in Single and Double BJT BiCMOS Logic Gates Sankaran M. Menon, Anura P. Jayasumana, Yashwant K. Malaiya Technical Report CS-93-122 September 20, 1993 Colorado State U...
hw2.pdf
Path: Colorado State >> CS >> 420 Fall, 2008
Description: Homework 2, CS 420, Fall 08, McConnell, due 9/25 in class Useful identities: a0 = 1. Intuition: Think of an as what you get when you start at 1 and iteratively multiply by a n times. a1 = 1/a. Intuition: Multiplying by a 1 times is interpreted as d...
IFIP-10.pdf
Path: Colorado State >> CS >> 635 Fall, 2008
Description: Security Vulnerabilities in Software Systems: A Quantitative Perspective1 O. H. Alhazmi, Y. K. Malaiya and I. Ray Colorado State University Fort Collins CO 80523 {omar, malaiya, indrajit}@cs.colostate.edu KEYWORDS: Vulnerabilities, security holes, ...
Barnard and Ryan 02-330.pdf
Path: Colorado State >> MGT >> 330 Fall, 2008
Description: A test of the hydraulic limitation hypothesis in fast-growing Eucalyptus saligna Holly R. Barnard Colorado State University Department of Forest Science Fort Collins, CO 80525 Michael G. Ryan* US Department of Agriculture-Forest Service Rocky Mountai...
Litton et al. Eco Apps 2004_14_460-475.pdf
Path: Colorado State >> MGT >> 475 Summer, 2008
Description: Ecological Applications, 14(2), 2004, pp. 460475 2004 by the Ecological Society of America EFFECTS OF TREE DENSITY AND STAND AGE ON CARBON ALLOCATION PATTERNS IN POSTFIRE LODGEPOLE PINE CREIGHTON M. LITTON,1,3 MICHAEL G. RYAN,2 2 AND DENNIS H. KNI...
agrawalBIST1.pdf
Path: Colorado State >> MIP >> 530 Fall, 2008
Description: A Tubrial on BuiIHn SeFTest Part 1: Principles DURING LIFETIME, a digital ITS system is tested and diagnosed on numerous occasions. For the system to perform its intended mission with high availability,testing and diagnosis must be quick and effecti...
Al-Assadi-TechReports-Reports-1993-tr-120.pdf
Path: Colorado State >> DM >> 120 Fall, 2008
Description: Department of Computer Science Data-feed-through Faults in Asynchronous Circuits Waleed K. Al-Assadi, Ding Lu, Carol Q. Tong, Anura P. Jayasumana, Yashwant K. Malaiya Technical Report CS-93-120 September 8, 1993 Colorado State University 3 Data-fee...
470hw5.pdf
Path: Colorado State >> E >> 470 Fall, 2008
Description: Pries: 470 Euclidean and non-Euclidean Geometry Homework 5: lines in analytic Euclidean geometry Due Friday 2/17 Lines in analytic Euclidean geometry: 1. Find the parametric formula for the line segment starting at (0, b) when t = 0 and ending at (1,...
lecture_11_30.pdf
Path: Colorado State >> ECE >> 560 Fall, 2008
Description: ...
JAIS04-122.pdf
Path: Colorado State >> PH >> 122 Fall, 2008
Description: Irwin &Turk/Use Case Modeling Grammar RESEARCH ARTICLE An Ontological Analysis of Use Case Modeling Grammar Gretchen Irwin College of Business Colorado State University Gretchen.Irwin@colostate.edu Daniel Turk College of Business Colorado State Uni...
tr-101.pdf
Path: Colorado State >> STAT >> 101 Summer, 2008
Description: Department of Computer Science Remapping Subpartitions of Hyperspace Using Iterative Genetic Search Keith Mathias and Darrell Whitley Technical Report CS-94-101 January 7, 1994 Colorado State University Remapping Subpartitions of Hyperspace Using I...
ch2.pdf
Path: CSCC >> ART >> 101 Fall, 2008
Description: Opening Picture: Some food spreads, colorful, from different countries (or pictures of people eating using hands, chopsticks, etc.) Caption: Food, glorious food! Chapter two Abstract: What is culture? What are cultures characteristics? Culture is sha...
lang.pdf
Path: CSCC >> LAWE >> 101 Spring, 2008
Description: Language and Culture Language reflects our cultural realities. Teenagers are recognized as a separate group partially by giving them a separate name. The fact that they have a separate name is a reflection of the fact that we see them as a separate l...
translate.pdf
Path: CSCC >> ENGL >> 204 Fall, 2008
Description: Sample - Translation of Technical Material Original When an electric nerve impulse moves along the neuron and reaches the vesicles, it causes acetylcholine molecules to be released into the synapse. These molecules travel across the short synapse to...
Identify.pdf
Path: CSCC >> ENGL >> 204 Fall, 2008
Description: Title is optional for this assignment Sample of Identification of Technical Characteristics Headings to divide sections of your paper are required Include your name, date and assignment. Align left or right. Name Date Identification and Translatio...
2002_11_05.pdf
Path: Columbus State University >> JAPN >> 2002 Spring, 2008
Description: Columbus State University CURRICULUM COMMITTEE Minutes of the meeting of November 5, 2002 Members Present: Ms. Damita Bryant (student), Dean Arthur Cleveland, Dean Beverly Davis, Mr. Robert Devries (student), Ms. Carla Gridley (student), Dean Linda H...
2136.pdf
Path: Columbus State University >> COMM >> 2136 Fall, 2008
Description: ENGL 2136: Language and Culture K. Seon Jeon Fall 2004 ENGL 2136: LANGUAGE AND CULTURE Mondays, Wednesdays, & Fridays, 11:00-11:50AM Howard 202 (CRN 80499) Professor: K. Seon Jeon Office: Woodall Hall Room 134 Phone: 568-2054 Ext. 115 Email:jeon_ky...
SYL EDUF 6115.pdf
Path: Columbus State University >> COUN >> 6115 Fall, 2008
Description: Columbus State University College of Education Department of Counseling, Educational Leadership, and Professional Studies MEd in Educational Leadership COURSE SYLLABUS EDUF 6116 COE Mission: To achieve excellence by guiding individuals as they become...
