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326 MUE Jazz Methods A study of methods and materials used in teaching a jazz curriculum. Topics will include and focus on rehearsal techniques, score study, performance practice, improvisation, and literature/pedagogical resources. Open to majors of junior standing. Cr 2. MUE 420 Marching Band Techniques The course is designed to prepare the music educator to organize and effectively teach Marching Band in the public school. A statement of philosophy is stressed. Marching styles, execution, music developing, marching percussion, role of the drum major and effective instrument placement are emphasized in the course. Restricted to junior and senior music majors. Cr 2. EDU 324 Student Teaching Full-time student teaching during the senior year is provided for one semester under direct supervision in off-campus situations for all who meet requirements. Normally, two separate half-semester experiences designed to match the student s selected program concentration are provided which encompass both general classroom and ensemble teaching experiences. Cr 12. Philosophy Chair of the Department: Robert Louden, 47 Exeter St., Portland Professors: Caffentzis, Gavin, Grange, Louden, Murphy, Schwanauer; Associate Professors: Conway, Wininger; Assistant Professor: Read Philosophy unties knots in our thinking; hence its results must be simple, but philosophizing has to be as complicated as the knots it unties. Ludwig Wittgenstein, Zettel #452 The place of philosophy at the center of any educational endeavor is as true today as it ever was. The perennial questions that philosophy addresses, such as Who am I as a human being?, How should I act?, What can I know?, What are my obligations to others?, How should society be organized? are fundamental issues with which education must wrestle and into which it must provide insight. Philosophy is a reasoned pursuit of fundamental truths. It is a systematic investigation of the key assumptions that underlie our thinking and which ordinarily are taken for granted. Much of what is learned in philosophy can be applied in virtually any endeavor. This is both because philosophy touches upon so many subjects and, especially, because many of its methods and analyses are usable in any field. The study of philosophy is beneficial in terms of achieving the following: General Problem-Solving Ability The study of philosophy enhances one s problem-solving capacities in a way no other activity does. It helps one to analyze concepts, definitions, arguments, and problems. It contributes to one s capacity to organize ideas and issues, to deal with questions of value, and to extract what is essential from masses of information. Communication Skills Philosophy provides some of the basic tools of selfexpression, namely, skills in presenting ideas through well-constructed, systematic arguments. One learns to build and defend one s own views, to appreciate competing positions. Writing Skills Writing is an important part of most philosophy courses. Philosophy teaches interpretive writing through its examination of challenging texts, comparative writing through emphasis on fairness to alternative positions, argumentative writing through developing students abilities to establish their own views, and descriptive writing through detailed portrayal of concrete examples, the anchors to which generalizations must be tied. The Understanding of Other Disciplines Many important questions about a discipline, such as the nature of its concepts and its relation to other disciplines, do not belong to that discipline, are not usually pursued within a discipline, and are philosophical in nature. Philosophy of science, for instance, is needed to supplement the understanding of the natural and social sciences which one derives from scientific work itself. Philosophy of art, social and political philosophy, the philosophy of religion are of similar value in understanding the respective fields of art, sociology, politics, and religion. Career Applications Philosophers know, of course, that the important question is not what you can do with a field of study but rather what a field of study does with you. Nevertheless, it USM Undergraduate Catalog: 2006-2007 204 has been a welcome surprise within recent years to witness how many professions business, law, nursing, for example, want and reward many of the capacities that the study of philosophy develops: the ability to solve problems, to communicate, to organize ideas and issues, to assess pros and cons, and to reduce complex data. These capacities represent transferable skills. For this reason, people trained in philosophy are not only prepared to do many kinds of tasks, they can also cope with change, or even move into new careers, more readily than others. Student Involvement Student participation in the philosophical activities of the philosophy program is strongly encouraged. Students have organized a Philosophy Majors and Minors Association which provides a forum for students to discuss their philosophical work. This Philosophy Symposium also facilitates communication between faculty and students and ensures student involvement in Departmental deliberations. In recent years the Philosophy Symposium has invited guest lecturers on a variety of philosophical topics. This has enabled students to meet a broad range of philosophers including international guests. Programs and Requirements Bachelor of Arts in Philosophy The minimum number of credits (exclusive of the University s Core curriculum) required for the major: 36. Each major in philosophy will arrange a program of courses in conference with the chair or a member of the department who is assigned as the student s advisor. The program will be designed in terms of the student s interests, needs, vocational plans, and the year in which the student declares a major. The major will require 36 hours of courses beyond a PHI 100-level course. Any introductory philosophy course is a prerequisite to all other courses in philosophy. All philosophy majors must take four history of philosophy courses. Two of these, which need not be taken in sequence, must be PHI 310I (Ancient Philosophy) and PHI 330I (Early Modern Philosophy). Thereafter, any two additional courses in the history of philosophy may be taken. These courses are PHI 312I, PHI 315I, PHI 320I, PHI 340I, PHI 350I, PHI 360I, PHI 370I, PHI 380I, PHI 390I. In the last year a senior thesis (PHI 410) is optional. This thesis consists of a major paper (minimum length: 50 pages) on a topic selected by the student and directed by one member of the Department. The student will meet with the mentor on a regular basis during the semester of the senior thesis. Upon completion of the paper, an oral examination will be conducted by the full Department. Upon successful completion of the senior thesis and with a cumulative GPA of 3.5 or higher in the major at the completion of required coursework, a student will receive honors in philosophy for graduation. If the thesis (formerly tutorial) option is not taken, students must complete a Seminar in Philosophy (PHI 400). Students may take both the Seminar in Philosophy (PHI 400) and the Senior Thesis (PHI 410). Philosophy majors who are enrolled in the Honors Program may allow their 3- to 6-hour Honors Independent Tutorial (HON 311-HON 312) to be equivalent to the Senior Tutorial (PHI 410) and count toward the completion of their degree in philosophy, provided that the thesis addresses a philosophical topic and is mentored by a philosophy faculty member. The required thesis defense will involve both Philosophy Department faculty and that of the Honors Program. Every major intending to pursue graduate study and teach in philosophy will be expected to take German or French through the intermediate level. German is preferred to French, although ideally both sets of courses should be taken. All majors are encouraged to take PHI 205 Symbolic Logic. The gender-neutral language policy of the Department prohibits the use of sexist language in classes, course materials, and at Departmental events. Minor in Philosophy The minimum number of credits (exclusive of the University s Core curriculum) required for the minor: 15. Students who wish to pursue a minor in philosophy are required to take five courses beyond any PHI 100 course. These must include two courses in the history of philosophy: PHI 310I, PHI 312I, PHI 315I, PHI 320I, PHI 330I, PHI 340I, PHI 350I, PHI 360I, PHI 370I, PHI 380I. __________________________________________________________________ USM Undergraduate Catalog: 2006-2007 205 PHI 101E Introduction to Philosophy: Free Will and Determinism Is there a human will at all? This course will concentrate on the issue of freedom vs. determinism. The importance of the human will insofar as it influences views of experience, politics, society, etc., will also be considered. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 102E Introduction to Philosophy: The Quest for Certainty Philosophy has often been defined as the attempt to become aware of the hidden assumptions we make in our everyday outlooks on life. The present course will deal with one of the most pervasive of these assumptions the thesis that human beings should pursue certainty and objectivity at any price. The history of philosophy will be utilized to trace and to criticize the identification of all true knowledge with certainty. Questions will be raised as to whether the quest for certainty is either feasible or beneficial to the human person. An analysis of some 20th-century alternatives, such as existentialism and pragmatism, will be undertaken. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 103E Introduction to Philosophy: Human Alienation Why do human beings picture themselves as alienated from nature and from others? How did the problem of alienation come about? What possibilities exist for overcoming it? This course will deal with these issues and attempt to suggest viable alternatives. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 105E Introduction to Philosophy: Philosophy Through Its History An introduction to philosophy through its history and development, i.e., through an examination of central texts in the history of philosophy, up to and including contemporary works. Specific readings may vary from semester to semester, but will always include some canonical works by classic Western philosophers (e.g., Plato, Aristotle, Descartes, and Kant). Prerequisite: ENG 100C or concurrent. Cr 3. PHI 106E Introduction to Philosophy: Why Philosophize? The course centers about the exploration of a single question: what it means to think philosophically. In the context of this question, we will examine what are the sources of philosophical thought and whether philosophy can justify its claim to be the foundation of all reflective endeavor. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 107E Introduction to Philosophy: World Philosophy This course presents the world views of philosophers from ancient to contemporary times. The thinkers will be chosen from a broad range of cultural and ethnic backgrounds. Emphasis will be placed on the wide diversity and historical backUSM Undergraduate Catalog: 2006-2007 ground of philosophical positions. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 109E Introduction to Philosophy: Law, Politics and Society This course examines the traditional political questions that face every society: Who should rule? What should the rules be? Why should the rules be obeyed? The approach is largely historical, emphasizing the answers that major philosophical figures have offered to these questions. The relevance of these historical answers to current social issues is addressed using a number of contemporary topical readings. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 110E Introduction to Philosophy: Gender and Society To what extent are social norms influenced by assumptions about sex and gender? The course examines philosophical arguments on topics such as masculinity, femininity, sexualities, war, religion, fatherhood, motherhood, abortion, gay marriage, and politics: Prerequisite: ENG 100C or concurrent. Cr 3. PHI 111E Introduction to Philosophy: Philosophical Reading (and Writing) This course aims to teach the student a particular skill: philosophical reading (and writing). On the most immediate level this will be a course in reading (and writing about) philosophical texts. The texts will give the student a sense of the immense history, wealth, and suggestibility of philosophical writing, its various genres, and its authors. On another level, the course will teach the skill of reading (and writing) philosophically. Any piece of writing can be read (and written about), with profit, philosophically. The second skill and its profit cannot be acquired without first studying the first, thus the bulk of the course will focus on reading (and writing about) philosophy texts philosophically. About one month will be devoted to the reading of each book. Prerequisite: ENG 100C or concurrent. Cr 3. PHI 112E/W Introduction to Philosophy: Feminist Perspectives To what extent do cultural assumptions about gender shape a society s notion of rationality and justice? The course explores this question by examining feminist critiques of Western philosophy along with a selection of contemporary anti-sexist and anti-racist theories of social life. Prerequisite: ENG 100C or concurrent. Writing intensive course. Cr 3. PHI 200 Metaphysics An analysis of various theories of reality, together with a critical examination of their conceptual constructs, principles and methodologies. Issues to be discussed include change, time, freedom and necessity, immortality and God, good and evil. Thinkers to be studied include Plato and Aristotle, Spinoza, Kant, Hegel, Whitehead and Heidegger. Prerequisite: any PHI 100-level course. Cr 3. 206 PHI 205 Symbolic Logic Techniques of modern deductive logic; properties of formal systems; logical implications and paradoxes of language. Prerequisite: any 100-level philosophy course. Cr 3. PHI 210 Ethical Theories Critical evaluation of major ethical theories and systems. Extensive reading in original texts. Analysis of contemporary ethical issues. Prerequisite: any PHI 100-level course. Cr 3. PHI 211 Media Ethics In the information age, media play an increasingly large role in our lives. Our notion of living in a global is society largely shaped by media. What is responsible journalism? Does violent programming contribute to violence in America? What are professional ethics and how should they guide media practictioners? We will discuss these questions by examining key ethical values in media such as: privacy, confidentiality, truth telling, conflicts of interest, and social responsibility. We will also explore some fundamental issues in ethical theory such as: Why be ethical? What is ethics? How do ethical theories differ? What are the best ways to evaluate and apply ethical theories to media controversies today? The course is designed for majors in philosophy, media studies, and communication as well as other interested students. Cr 3. PHI 212 Environmental Ethics This course analyzes the relations between human beings and the environment in terms of the concepts of justice, the good, and human responsibilities. It attempts to provide a new cosmological model for adjudicating between conflicting rights and duties. Issues to be discussed include animal rights, environmental protection, and ecological harmony. Prerequisite: any PHI 100-level course. Cr 3. PHI 215 Philosophy of Literature While many cultures accord a vital role to stories, myths, and poetry in the cultivation of wisdom, traditional European philosophy has tended to marginalize them. This course seeks to investigate the historical roots for this separation between philosophy and literature in European thought. It will then consider the perspectives of several contemporary thinkers (e.g., Robert Coles, Michael Ende, Martha Nussbaum, and Martin Heidegger) who are convinced that literature plays an indispensable role in the pursuit of wisdom. Prerequisite: any PHI 100level course. Cr 3. PHI 220 Philosophy of Art Inquiry into the question of whether aesthetic experience is intelligible, or emotional, or both; examination of various theories and interpretations, classic and contemporary. Prerequisite: any PHI 100level course. Cr 3. PHI 221 Philosophy of Film This course concentrates on the construction of meaning in the context of cinema. Major emphasis is placed on cinema as a product of social construction. Issues to be discussed include perception, memory, images, and the use of social stereotypes. Prerequisite: any PHI 100-level course. Cr 3. PHI 225 Philosophy of Mind An analysis of the major philosophical issues facing the science of psychology: language and the unconscious, body-mind interaction, freedom and determinism. Major figures to be studied include Plato, Aristotle, Spinoza, Freud, Merleau-Ponty, Lacan, and Skinner. Thematic emphasis will be on the historic interaction between psychology and philosophy in the development of Western thought. Prerequisite: any PHI 100-level course. Cr 3. PHI 230 Philosophy of Religion Analysis of the nature of religious experience, knowledge, and language. Special attention given to problems, classical and contemporary, exhibited in religious experience and relevant to areas of common concern in the sciences, humanities, and philosophy. Prerequisite: any PHI 100-level course. Cr 3. PHI 240 Political Philosophy Critical evaluation of political philosophies, classical and contemporary; extensive reading in original texts; analysis of contemporary political issues. Prerequisite: any PHI 100-level course. Cr 3. PHI 250 Philosophy of Science An examination of two different models generally used in approaching scientific activity philosophically: the logical model and the historical model. Questions to be raised include whether these two approaches are mutually exclusive or whether one can subsume the other, and at what cost. Issues to be covered include description vs. explanation; scientific vs. non-scientific explanation; the issue of whether to include pragmatic and psychological dimensions of meaning in scientific explanations; the question of whether all facts are theory-laden ; and the relationship between facts, laws, and theories in science. Prerequisite: any PHI 100-level course. Cr 3. PHI 260 Philosophy of Law Critical evaluation of select issues in the philosophy of law. Possible topics include: the nature of law (positivism, natural law, legal realism); judicial decision making; constitutional adjudication; the justification of punishment; the legal enforcement of morality; legal responsibility; the judicial system. Readings are drawn from the disciplines of both philosophy and law, and include contemporary as well as historical selections. Prerequisite: any PHI 100-level course. Cr 3. PHI 265 Philosophy and Gender The course explores the contributions of feminist philosophers to gender analysis. It will examine the philosophical assumptions inherent in theories of gender difference that arise in sociobiology, biologi- USM Undergraduate Catalog: 2006-2007 207 cal determinism, physiology, and the social construction perspective. Assumptions about gender will be studied in some of the following areas: violence, war, religion, reproduction, family, sexualities, and sport. Prerequisite: any PHI 100-level course. Cr 3. PHI 270 Epistemology An analysis of various theories of knowledge in reference to their methodologies and consequences. Texts to be read include Berkeley, Hume, Descartes, Kant, and Hegel. Prerequisite: any PHI 100-level course. Cr 3. PHI 275 The Nature of Compassion Whether and how we respond to the suffering of others defines, in many ways, who we are as persons and communities. This course is an investigation into the emotion of compassion and its social role. Drawing upon a wide variety of sources such as Greek tragedy, Buddhist scriptures, classical and contemporary philosophical thought, it will address philosophical defenders of the need to cultivate compassion (Rousseau, Sch penhauer, and Adam Smith) as well as thinkers suspicious of this notion (Nietzsche, e.g.). The work of contemporary philosophers Phillip Hallie and Martha Nussbaum will also receive close attention. Students will have the chance to think through some important philosophical issues, such as the role of the emotions in moral deliberation, the extent to which compassion can be both aided and obstructed by the use of language, and whether there are appropriate limits to compassion. Cr 3. PHI 290 Problems in Philosophy Consideration of selected problems or systems of philosophical significance, including general problems of metaphysics, epistemology, axiology, specialized areas, etc. May be repeated for credit. Prerequisite: any PHI 100-level course. Cr 3. PHI 291 Death and Dying Recent success in life-prolonging techniques has resulted in the creation of new disagreements over the proper definition of death. Which definition of death is the most adequate? Some have argued that dying, not death, is the vitally important topic. Has the term death changed its meaning from time to time and place to place in human history? This course will deal with these and similar epistemological issues. Prerequisite: any PHI 100-level course. Cr 3. PHI 295 Medicine, Madness, and Disease Recent advances in modern medicine and medical technology challenge traditional notions of health, sanity, and the social order. The course will examine some of the controversial ethical dilemmas that patients, families, and health care providers confront, such as informed consent, truth-telling, prenatal screening, abortion, involuntary commitment for the mentally ill, drug testing, and patient rights. The course will critique the assumptions behind these and other medical practices. Prerequisite: any PHI 100-level course. Cr 3. PHI 310I History of Ancient Philosophy Philosophic thought from the pre-Socratics to the late Hellenistic period, with major emphasis on Plato and Aristotle. Prerequisite: any PHI 100-level course. Cr 3. PHI 312I Women Philosophers from Africa and the Diaspora This course concentrates on the work of women of wisdom who are of African origin. Intellectual and literary movements will be examined through generations of thinkers in various national, religious, cultural, and geographical settings. Writings by the following thinkers are often included: Ama Ata Aidoo (Ghana), Nawal el Saadawi (Egypt), Bessie Head (Botswana), Angela Davis, June Jordan, and Alice Walker (U.S.). Prerequisite: PHI 100-level course. Cr 3. PHI 315I Eastern Philosophy This course examines the major texts of the great Asiatic religions: Hinduism, Buddhism, Confucianism, Taoism, and Zen. Special emphasis is placed on the ethical and metaphysical dimensions of these traditions as well as their significance for contemporary theories of the person, social justice, and human fulfillment. Prerequisite: any PHI 100-level course. Cr 3. PHI 320I History of Medieval Philosophy The merger of the philosophic with the religious stream; ideas of Augustine, Thomas Aquinas, Bonaventure, and others critically examined; determining cultural factors explored. Prerequisite: any PHI 100-level course. Cr 3. PHI 330I History of Early Modern Philosophy: Descartes to Kant Main currents of rationalism and empiricism are explored, as developed in major writings from Descartes to Kant. Prerequisite: any PHI 100-level course. Cr 3. PHI 340I History of Late Modern Philosophy Development of German idealism; emergence of social and scientific philosophies; contributions of Kant, Hegel, Marx, Schopenhauer, Nietzsche, Feuerbach, and others. Prerequisite: any PHI 100level course. Cr 3. PHI 350I American Philosophy History and background of the origin of philosophical ideas in America; particular emphasis given to Peirce, James, Royce, Dewey. Prerequisite: any PHI 100-level course. Cr 3. PHI 360I Existentialism An examination of the historical development and basic themes of existentialism as found in the writings of its major representatives: Kierkegaard, Nietzsche, Heidegger, Sartre, Buber, Marcel, and others. Prerequisite: any PHI 100-level course. Cr 3. 208 USM Undergraduate Catalog: 2006-2007 PHI 370I Analytic Philosophy An historical approach to twentieth-century linguistic philosophy. This course will begin with logical atomism, continue through the era of logical positivism, and end with ordinary language analysis. Extensive reading of primary sources and major commentators. Prerequisite: any PHI 100-level course. Cr 3. PHI 380I Postmodernism The course presents a survey of central movements within continental philosophy in the 20th century: phenomenology, structuralism, hermeneutics, and deconstruction. Possible figures of study are: Foucault, Derrida, Levinas, Gadamer, Barthes, Lacan, Irigary, Cixous, and Lyotard. Prerequisite: any PHI 100-level course. Cr 3. PHI 390I Hermeneutics How do we go about interpreting something that is foreign to us? What does it mean to understand a person or a text? Hermeneutics is a tradition of philosophical inquiry into the dynamics of interpretation and understanding. The course examines the historical roots of hermeneutics in the works of Friedrich Schleiermacher and Wilhelm Dilthey, and it proceeds with the close analysis of several 20th century thinkers for example, Hans-Georg Gadamer and Martin Heidegger whose works extend and develop the hermeneutical tradition. Prerequisite: any PHI 100-level course. Cr 3. PHI 398 Independent Study This course provides students with an opportunity to design a set of readings and learning objectives con- cerning a topic in the history of philosophy or a specific issue in philosophy. Students must complete an independent study proposal, and obtain permission of a faculty mentor and the Department chair. Students must meet regularly with the faculty mentor. May be repeated for credit. Prerequisite: a minimum of two 300-level philosophy courses plus written permission of the instructor involved. Cr 3. PHI 400 Seminar in Philosophy These numbers are used to indicate seminar courses dealing with a specific topic or person in philosophy. Topics or individual philosophers will change from year to year and may or may not be repeated. The prerequisite for any 400-level seminar course is two (2) 300-level courses in philosophy, or permission of the instructor. Cr 3. PHI 409 Research Seminar A research seminar designed to provide senior level students an opportunity to participate in the research efforts of individual faculty and collaborate with each other in the design, methodology and completion of their tutorials. Prerequisites: advanced standing as a philosophy major and permission of the Department. Cr 3. PHI 410 Senior Thesis Designed to furnish senior philosophy majors with extensive training, under tutorial supervision, in analysis of a philosophical problem or system or philosopher, with a view to producing and presenting a senior paper for oral defense. Prerequisites: advanced standing as a philosophy major and permission of the Department. Cr 3. Physics Chair of the Department: Gerald LaSala, 229 Science Building, Portland Associate Professors: Coakley, LaSala, Nakroshis, Walkling The field of physics is concerned with the study of matter, energy, motion, and the interaction of material particles. It is a cornerstone science that attempts to explain at a fundamental level the concepts underlying phenomena important to the other physical sciences, to the biological sciences, and to engineering. The Physics Department provides elementary courses to introduce students to the field, general and topical courses that support the other science departments and engineering, and a four-year program leading to a B.A. degree in physics. The physics major covers the traditional areas of modern and classical physics, and is intended to prepare graduates for careers in physics and related technical areas or for graduate school. Programs and Requirements Bachelor of Arts in Physics The minimum number of credits in physics and related areas (exclusive of the University s Core curriculum) required for the physics major: 61. A student majoring in physics must take 37 credit hours of physics courses including some requirements and some electives as outlined below. In addition, the major requires 16 credits of mathematics courses, 8 credits of chemistry courses, and a demonstration of competency in computer programming. 1. Required courses PHY 114K, 116 Introductory Physics Laboratory I and II PHY 121K, 123 General Physics I and II (PHY 111K may replace PHY 121K with Departmental permission.) 209 USM Undergraduate Catalog: 2006-2007
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Maine >> USM >> 0607 (Fall, 2008)
PHI 370I Analytic Philosophy An historical approach to twentieth-century linguistic philosophy. This course will begin with logical atomism, continue through the era of logical positivism, and end with ordinary language analysis. Extensive reading of...
Maine >> USM >> 0607 (Fall, 2008)
POS 471 Internship in Private and Semi-Public Organizations Provision may be made to gain professional experience in administration and research. Students will meet for a series of internship seminars, for which readings and reports will be required....
Maine >> USM >> 0607 (Fall, 2008)
School of Social Work Director: Sondra Doe, Masterton Hall, Portland Coordinator of Baccalaureate Program: David Wagner Professors: Faherty, Steinman (emeritus), Wagner; Associate Professors: Fineran, Healy, Johnson, Lazar, Rich; Assistant Professors...
Maine >> USM >> 0607 (Fall, 2008)
affects of each substance. Exploration of prevention and treatment models, with special reference to those in use locally. Prerequisite: junior standing or permission of instructor. Cr 3. SWO 391 Mind/Body/Spirit Connections in Social Work Practice E...
San Jose State >> COMM >> 449 (Fall, 2008)
COM449: Communication Law I Fall 2007, Course 371, Section 01 TuTh 12:45 pm to 2:15 pm, 207 Self Hall Instructor: Dr. Jeffrey Hedrick Office Phone: (256) 782-5399 Office Hours: MW 8:45-9:45, TR 2:30-4:00 Office: 111 Self Hall E-mail address: jhedrick...
Jacksonville State >> COMM >> 449 (Fall, 2008)
COM449: Communication Law I Fall 2007, Course 371, Section 01 TuTh 12:45 pm to 2:15 pm, 207 Self Hall Instructor: Dr. Jeffrey Hedrick Office Phone: (256) 782-5399 Office Hours: MW 8:45-9:45, TR 2:30-4:00 Office: 111 Self Hall E-mail address: jhedrick...
San Jose State >> COMM >> 450 (Fall, 2008)
COM450: Mass Communication Research Fall 2007, Course 2008, Section 01 MWF 10:00 to 11:00 a.m., 207 Self Hall Instructor: Dr. Jeffrey Hedrick Office Phone: (256) 782-5399 Office Hours: MW 8:45-9:45, TR 2:30-4:00 Office: 111 Self Hall E-mail address: ...
Jacksonville State >> COMM >> 450 (Fall, 2008)
COM450: Mass Communication Research Fall 2007, Course 2008, Section 01 MWF 10:00 to 11:00 a.m., 207 Self Hall Instructor: Dr. Jeffrey Hedrick Office Phone: (256) 782-5399 Office Hours: MW 8:45-9:45, TR 2:30-4:00 Office: 111 Self Hall E-mail address: ...
San Jose State >> MS >> 404 (Fall, 2008)
MS 404 Mathematical Statistics II Spring 2008 Instructor: Office: Hours: Phone: Email: Webpage: Texts: Dr. Jan Case Ayers Hall 338 TTh 12:30 2:30 M/W/F by appointment 8:00 4:00 782 5119 jcase@jsu.edu http:/mcis.jsu.edu/faculty/jcase/index.html Mat...
Jacksonville State >> MS >> 404 (Fall, 2008)
MS 404 Mathematical Statistics II Spring 2008 Instructor: Office: Hours: Phone: Email: Webpage: Texts: Dr. Jan Case Ayers Hall 338 TTh 12:30 2:30 M/W/F by appointment 8:00 4:00 782 5119 jcase@jsu.edu http:/mcis.jsu.edu/faculty/jcase/index.html Mat...
San Jose State >> MS >> 404 (Fall, 2008)
MS 404 1. 2. Test 2 Review Chapters 7, 8 & 9 Scores on an aptitude test are symmetric with mean 50 and standard deviation 10. What is the probability that the average score of 100 students exceeds 52? A study was conducted to compare the mean numb...
Jacksonville State >> MS >> 404 (Fall, 2008)
MS 404 1. 2. Test 2 Review Chapters 7, 8 & 9 Scores on an aptitude test are symmetric with mean 50 and standard deviation 10. What is the probability that the average score of 100 students exceeds 52? A study was conducted to compare the mean numb...
San Jose State >> MS >> 404 (Fall, 2008)
MS 404 Test 3 Review Chapters 10 & 11 Use = .05 for all hypothesis tests. 1. A study was conducted to compare the mean number of police emergency calls per 8hour shift in two districts of a large city. Samples of 100 8-hour shifts were randomly s...
Jacksonville State >> MS >> 404 (Fall, 2008)
MS 404 Test 3 Review Chapters 10 & 11 Use = .05 for all hypothesis tests. 1. A study was conducted to compare the mean number of police emergency calls per 8hour shift in two districts of a large city. Samples of 100 8-hour shifts were randomly s...
San Jose State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability Spring 2009 Professor: Office: Office hours: Jan Case Ayers Hall 338 Tuesday/Thursday 12:30 2:30 Monday/Wednesday 11:00 12:30 Friday by appointment 8 - 4 Phone: 782-5119 jcase@jsu.edu http:/mcis.jsu.edu/faculty/jcase/inde...
Jacksonville State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability Spring 2009 Professor: Office: Office hours: Jan Case Ayers Hall 338 Tuesday/Thursday 12:30 2:30 Monday/Wednesday 11:00 12:30 Friday by appointment 8 - 4 Phone: 782-5119 jcase@jsu.edu http:/mcis.jsu.edu/faculty/jcase/inde...
San Jose State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics Practice Test 1 Chapters 1 & 2 1. Suppose a guy has two pairs of socks, one navy blue and the other black. When he does the laundry, he pulls two socks out of the dryer at random and puts them on. Is he m...
Jacksonville State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics Practice Test 1 Chapters 1 & 2 1. Suppose a guy has two pairs of socks, one navy blue and the other black. When he does the laundry, he pulls two socks out of the dryer at random and puts them on. Is he m...
San Jose State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics 1. X P(X) a. Given -0 1 .1 . 1 1 . 1 2 .7 Practice Test 2 Chapter 3, 4 & 5 Sketch the distribution. b. Calculate E(X) c. Calculate V(X) 2. Given 4 . 2 . 1 5 .3 .1 X 3 Y1. 1 2. 2 a. Calculate E(2Y ...
Jacksonville State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics 1. X P(X) a. Given -0 1 .1 . 1 1 . 1 2 .7 Practice Test 2 Chapter 3, 4 & 5 Sketch the distribution. b. Calculate E(X) c. Calculate V(X) 2. Given 4 . 2 . 1 5 .3 .1 X 3 Y1. 1 2. 2 a. Calculate E(2Y ...
San Jose State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics 1. Practice Test 3 Chapters 6, 8 & 10 Rain falls uniformly along a windowsill that is 15 inches long. What is the probability that the next drop will fall between inch 7 and inch 10? [11 points] 2. Suppo...
Jacksonville State >> MS >> 302 (Fall, 2008)
MS 302 Applied Probability and Statistics 1. Practice Test 3 Chapters 6, 8 & 10 Rain falls uniformly along a windowsill that is 15 inches long. What is the probability that the next drop will fall between inch 7 and inch 10? [11 points] 2. Suppo...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 1 Sep. 8, 2006 Name: Score: Show all your work. 1. (2pts each) Determine whether each of the following functions is even, odd or neither. (b) f ( x) = x sin x (a) f ( x) = 4 x 3 6 x 5 2. (4pts) Complete the following table and est...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 1 Sep. 8, 2006 Name: Score: Show all your work. 1. (2pts each) Determine whether each of the following functions is even, odd or neither. (b) f ( x) = x sin x (a) f ( x) = 4 x 3 6 x 5 2. (4pts) Complete the following table and est...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 2 Sep. 15, 2006 Name: Score: /10 Show all your work. 2 1. (5pts)Find the derivative of the function f ( x) = x 5 x + 3 at x = 2 by the limit definition. 2. Assume that the following graph represents the position of a moving object....
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 2 Sep. 15, 2006 Name: Score: /10 Show all your work. 2 1. (5pts)Find the derivative of the function f ( x) = x 5 x + 3 at x = 2 by the limit definition. 2. Assume that the following graph represents the position of a moving object....
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 3 Sep. 25, 2006 Name: Score: /10 Show all your work. 1. Given the graph of a function f (x ) , determine the sign of each and explain why. (a) (2pts) f (1) (b) (2pts) f (1) (c) (2pts) f ( 2) 2. (6pts) Let f ( x) = x . Is the func...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 3 Sep. 25, 2006 Name: Score: /10 Show all your work. 1. Given the graph of a function f (x ) , determine the sign of each and explain why. (a) (2pts) f (1) (b) (2pts) f (1) (c) (2pts) f ( 2) 2. (6pts) Let f ( x) = x . Is the func...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 4 Oct. 4, 2006 Name: Score: /10 Show all your work. 1. Use appropriate rules to differentiate each function. (a) (2pts) f ( x) = e 3 x + 2 (b) (2pts) f ( x) = ( x 2 + 5 x 2 ) 10 (c) (3pts) g ( x) = e x sin 3 x 2 (d) (4pts) h(t ...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 4 Oct. 4, 2006 Name: Score: /10 Show all your work. 1. Use appropriate rules to differentiate each function. (a) (2pts) f ( x) = e 3 x + 2 (b) (2pts) f ( x) = ( x 2 + 5 x 2 ) 10 (c) (3pts) g ( x) = e x sin 3 x 2 (d) (4pts) h(t ...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 5 Oct. 11, 2006 Name: Score: /10 Show all your work. 1. Use appropriate rules to differentiate (or find (a) (3pts) y = arctan( x 2 ) dy ) each function. dx (b) (3pts) x 3 + 4 xy + y 2 = 7 13 x + x 5 . Assume that f (x) is one-to...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 5 Oct. 11, 2006 Name: Score: /10 Show all your work. 1. Use appropriate rules to differentiate (or find (a) (3pts) y = arctan( x 2 ) dy ) each function. dx (b) (3pts) x 3 + 4 xy + y 2 = 7 13 x + x 5 . Assume that f (x) is one-to...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 6 Oct. 16, 2006 Name: Score: /20 Show all your work. Use appropriate rules or formulas to find the derivative of each function. (2pts each) 1. f ( x) = ( x 3 + e 3 x ) 4 2. f ( x) = cos 5 x 3. y = sin 3 x 4. f ( x) = e (1+3 x ) ...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 6 Oct. 16, 2006 Name: Score: /20 Show all your work. Use appropriate rules or formulas to find the derivative of each function. (2pts each) 1. f ( x) = ( x 3 + e 3 x ) 4 2. f ( x) = cos 5 x 3. y = sin 3 x 4. f ( x) = e (1+3 x ) ...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 7 Oct. 20, 2006 Name: Show all your work. Let f ( x ) = xe 2 x (2pts) Find the critical point(s) for f (x) . Score: /10 1. 2. (2pts) Identify the decreasing interval for f (x) . 3. (2pts) Find the local extrema of f (x) . 4. ...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 - 01 QUIZ 7 Oct. 20, 2006 Name: Show all your work. Let f ( x ) = xe 2 x (2pts) Find the critical point(s) for f (x) . Score: /10 1. 2. (2pts) Identify the decreasing interval for f (x) . 3. (2pts) Find the local extrema of f (x) . 4. ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 -03 (Sep. 20, 2006) MS 125-01 Sample Test 1 Part1 Differentiate the following functions using appropriate formulas and rules. 1 4. f ( x) = x 2 e x 5 1. f ( x) = x + x3 ex +1 5. y = 2. f ( x) = ex + x e + e x x +1 4 2 6. 3x + x 5 3. ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 -03 (Sep. 20, 2006) MS 125-01 Sample Test 1 Part1 Differentiate the following functions using appropriate formulas and rules. 1 4. f ( x) = x 2 e x 5 1. f ( x) = x + x3 ex +1 5. y = 2. f ( x) = ex + x e + e x x +1 4 2 6. 3x + x 5 3. ...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125-01 Sample Test 2 1. Let f ( x ) = 2 x 3 + 7 x 5 be a one-to-one function. a) What is f 1 (4) ? 1 b) Evaluate ( f Let f ( x ) = sin 2 x a) )(4) ? 2. What is the local linearization of f (x) near x = 0 ? b) Approximate sin(0.2) using the...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125-01 Sample Test 2 1. Let f ( x ) = 2 x 3 + 7 x 5 be a one-to-one function. a) What is f 1 (4) ? 1 b) Evaluate ( f Let f ( x ) = sin 2 x a) )(4) ? 2. What is the local linearization of f (x) near x = 0 ? b) Approximate sin(0.2) using the...
San Jose State >> MS >> 125 (Fall, 2008)
MS125-01 Test 2 (Oct. 25, 2006) NAME: _ You have one and half hours to complete this examination. Write your answers directly on the exam paper. If you need extra space, use the back of the page and indicate on the front that you have done so. Use of...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS125-01 Test 2 (Oct. 25, 2006) NAME: _ You have one and half hours to complete this examination. Write your answers directly on the exam paper. If you need extra space, use the back of the page and indicate on the front that you have done so. Use of...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.1 ~ 3.2 (Sep. 20, 2006) Section 3.1 Powers and Polynomials Basic Rules of Differentiation I d [ c] = 0 dx dn x = nx n1 for any real number n dx d [ cf ( x)] = c d [ f ( x)] dx dx d [ f ( x ) g ( x )] = d f ( x ) d g ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.1 ~ 3.2 (Sep. 20, 2006) Section 3.1 Powers and Polynomials Basic Rules of Differentiation I d [ c] = 0 dx dn x = nx n1 for any real number n dx d [ cf ( x)] = c d [ f ( x)] dx dx d [ f ( x ) g ( x )] = d f ( x ) d g ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.3 (Sep. 22, 2006) Section 3.3 The Product and Quotient Rules I. Product Rule d [ f ( x) g ( x)] = d [ f ( x)] g ( x) + f ( x) d [ g ( x)] or dx dx dx II. Quotient Rule d [ f ( x ) ] g ( x ) f ( x ) d [ g ( x )] f ( x) ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.3 (Sep. 22, 2006) Section 3.3 The Product and Quotient Rules I. Product Rule d [ f ( x) g ( x)] = d [ f ( x)] g ( x) + f ( x) d [ g ( x)] or dx dx dx II. Quotient Rule d [ f ( x ) ] g ( x ) f ( x ) d [ g ( x )] f ( x) ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.4 (Sep. 29, 2006) Section 3.4 The Chain Rule Example 1 Express each function as a composition of two functions. 5 1. F ( x) = ( 4 x 2 + 3) 2. G ( x) = e 3 x +1 3. H ( x) = 3 x 2 + 5 x 2 4. T ( x) = ln ( x 2 + 4) The Chai...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.4 (Sep. 29, 2006) Section 3.4 The Chain Rule Example 1 Express each function as a composition of two functions. 5 1. F ( x) = ( 4 x 2 + 3) 2. G ( x) = e 3 x +1 3. H ( x) = 3 x 2 + 5 x 2 4. T ( x) = ln ( x 2 + 4) The Chai...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.5 (Sep. 29, 2006) Section 3.5 The Trigonometric Functions Example 1 Starting with the graph of f ( x) = sin x , sketch the graph of its derivative. Example 2 Use the relation d [ sin x] = cos x to show that d [ cos x] = s...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.5 (Sep. 29, 2006) Section 3.5 The Trigonometric Functions Example 1 Starting with the graph of f ( x) = sin x , sketch the graph of its derivative. Example 2 Use the relation d [ sin x] = cos x to show that d [ cos x] = s...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.6 (Oct. 2, 2006) Section 3.6 The Chain Rule and Inverse Functions Example 1 Use the chain rule to differentiate f ( x) = x . Example 2 Use the identity e ln x = x and the chain rule to derive the derivative of f ( x) = ln...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 3.6 (Oct. 2, 2006) Section 3.6 The Chain Rule and Inverse Functions Example 1 Use the chain rule to differentiate f ( x) = x . Example 2 Use the identity e ln x = x and the chain rule to derive the derivative of f ( x) = ln...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 2.5 (Jan. 31, 2006) Section 2.5 Implicit Differentiation What is an implicit function? Function that can be written in the form y = f (x) is called an explicit function of x. However an equation in x and y, such as x 2 + ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 2.5 (Jan. 31, 2006) Section 2.5 Implicit Differentiation What is an implicit function? Function that can be written in the form y = f (x) is called an explicit function of x. However an equation in x and y, such as x 2 + ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 3.9 (Oct. 9, 2006) Section 3.9 Tangent Line Approximation The Tangent Line Approximation Suppose f (x) is differentiable at x = a . Then, for values of x near a, the tangent line approximation to f (x) is f ( x) f (a ) +...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 3.9 (Oct. 9, 2006) Section 3.9 Tangent Line Approximation The Tangent Line Approximation Suppose f (x) is differentiable at x = a . Then, for values of x near a, the tangent line approximation to f (x) is f ( x) f (a ) +...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 3.10 (Oct. 9, 2006) 3.10 Theorems about Differentiable Functions Roll\'s Theorem Let f be continuous on [a, b] and differentiable on (a, b) . If f (a ) = f (b) , then there is at least one number c in (a, b) such that f \' ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 3.10 (Oct. 9, 2006) 3.10 Theorems about Differentiable Functions Roll\'s Theorem Let f be continuous on [a, b] and differentiable on (a, b) . If f (a ) = f (b) , then there is at least one number c in (a, b) such that f \' ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 4.1 (Oct. 11, 2006) 4.1 Using First and Second Derivatives Terminologies Let f (x ) be a continuous function defined on an interval I. 1. A point (or number) is called a local maximum point if the function changes from in...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125-03 Worksheet 4.1 (Oct. 11, 2006) 4.1 Using First and Second Derivatives Terminologies Let f (x ) be a continuous function defined on an interval I. 1. A point (or number) is called a local maximum point if the function changes from in...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 4.3 (Oct. 13, 2006) Section 4.3 Optimization Definition 1. 2. A function f (x) is said to have a global maximum at x = c if f ( x) f (c) for all x. A function f (x) is said to have a global minimum at x = c if f ( x) f (c...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS 125 Worksheet 4.3 (Oct. 13, 2006) Section 4.3 Optimization Definition 1. 2. A function f (x) is said to have a global maximum at x = c if f ( x) f (c) for all x. A function f (x) is said to have a global minimum at x = c if f ( x) f (c...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim (Oct. 20, 2006) MS 125 Worksheet 4.3 Section 4.6 Related Rates Steps for Solving Related Rates Problems 1. Make a drawing of the situation if possible. 2. Use letters to represent the variables involved in the situation say x, y. 3. Identif...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim (Oct. 20, 2006) MS 125 Worksheet 4.3 Section 4.6 Related Rates Steps for Solving Related Rates Problems 1. Make a drawing of the situation if possible. 2. Use letters to represent the variables involved in the situation say x, y. 3. Identif...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim (Oct. 27, 2006) MS 125 Worksheet 4.7 Section 4.7 LHopitals Rule A limit lim x a or f ( x) 0 is said to be indeterminate if the takes either of the following forms: g ( x) 0 LHopitals Rule Let f (x ) and g (x) be differentiable functions. ...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim (Oct. 27, 2006) MS 125 Worksheet 4.7 Section 4.7 LHopitals Rule A limit lim x a or f ( x) 0 is said to be indeterminate if the takes either of the following forms: g ( x) 0 LHopitals Rule Let f (x ) and g (x) be differentiable functions. ...
San Jose State >> MS >> 125 (Fall, 2008)
J. Kim MS125 Section 5.3 (Nov. 6, 2006) 5.3 0 for x in [a, b] , 3. 4. b a f ( x) dx = Area under the graph of f (x) between a...
Jacksonville State >> MS >> 125 (Fall, 2008)
J. Kim MS125 Section 5.3 (Nov. 6, 2006) 5.3 0 for x in [a, b] , 3. 4. b a f ( x) dx = Area under the graph of f (x) between a...
San Jose State >> MS >> 125 (Fall, 2008)
MS 125 Maple Orientation 1 Type a math expression. Use the expression palette to write more complex expressions. Right clicking on the expression displays a menu of operations Example1. How do we evaluate 2 C 3, 32, p, 7 , sin( p ) , ln( e ) ? > ...
Jacksonville State >> MS >> 125 (Fall, 2008)
MS 125 Maple Orientation 1 Type a math expression. Use the expression palette to write more complex expressions. Right clicking on the expression displays a menu of operations Example1. How do we evaluate 2 C 3, 32, p, 7 , sin( p ) , ln( e ) ? > ...
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