270 271 Support Courses Required (5-10 credit hours) Complete either Phsx PS2210 & Phsx PS2210L Physics for Scientists & Engineers 4 Laboratory Physics I 1 or Chem PS1210 Principles of Chemistry 5 &Chem 1220 Principles of Chemistry 5 A minor is required. A student must also complete requirements for a secondary education degree as determined by the College of Education. MATHEMATICS ■■■I, DEPARTMENTAL HONORS » Program Prerequisite: Enroll in General Honors Program and complete at least 6 hours of General Honors courses (see the Interdisciplinary Programs section of this catalog). » Grade Requirements: Maintain an overall GPA of 3.3 and a mathematics GPA of 3.3. » Credit Hour Requirements: Fulfill the requirements for the departmental Mathematics major (regular emphasis) and some extras, including Math 4910 and 9 hours of upper division Mathematics courses taken for Honors credit, i.e.: Complete Math 1210, 1220, 2210, 2250, 4110, 4120, 4210, 4220 plus 15 more hours of upper division mathematics courses (grades of "C" or better required). Nine of the upper division hours must be for Honors credit.* and Complete Math 4910 Senior Research Project and Complete Physics 2210, 2210L, 2220, 2220L and Complete a minor and Complete general eduction requirements 'To take a mathematics course for Honors credit, do the following: Enroll in the course, fill out an Agreement for Departmental Honors Component Credit form with the instructor which both the instructor and student should sign, and turn the form in to the Honors Program by the second week of the semester. Then abide by the contract. The requirements will be the regular course assignments plus some extra work which will vary with the course and the instructor, but it could include writing a paper, doing an extra project, doing extra readings and reporting on them, and/or giving a talk to the class (or in some other forum). The extra part of the course will be a significant assignment. MATHEMATICS MINOR AND TEACHING MINOR » Grade Requirements: A grade of "C" or better in all courses used toward the minor (a grade of "C-" is not acceptable). » Credit Hour Requirements: Minimum of 21 credit hours for regular emphasis and 24 credit hours for Mathematics Teaching minor. At least one upper-division mathematics course for four credit hours must be completed at Weber State University. Students who select the Mathematics Teaching Minor must satisfy the Teacher Education admission and certification requirements (see Teacher Education Department in this catalog). Course Requirements for Mathematics Minor (Regular Emphasis) Mathematics Courses Required (12 credit hours) Math 1210 Calculus I 4 Math 1220 Calculus II 4 Math 2250 Linear Algebra and Diff Equations 4 Electives (9-10 credit hours) Either Math 2210 Calculus III 4 and 6 hours of upper division Mathematics courses 6 or 9 hours of upper division Mathematics courses 9 Course Requirements for Mathematics Teaching Minor Mathematics Courses Required (24 credit hours) Math 1210 Calculus I 4 Math 1220 Calculus II 4 Math 2250 Linear Algebra and Diff Equations 4 Math 3120 Euclidean and non-Euclidean Geom 3 Math 3410 Probability and Statistics I 3 Math 3160 Number Theory 3 or Math 4110 Modern Algebra I 3 MathEd 3010 Methods and Tech for Teaching Intermediate Secondary Math 3 MATHEMATICS COURSES - MATH ND0950. Pre-algebra (3) F, S Fundamental concepts of arithmetic including pre-algebra and scientific calculator instruction. Does not count for graduation. ND0960. First Course in Algebra (3) Sm, F, S Relations, functions, positive and negative numbers, rational expressions, linear equations and inequalities. Does not count toward graduation. 1010. Intermediate Algebra (4) Su, F, S Graphs; linear equations and systems; exponents and radicals; polynomial, rational, and logarithmic functions; applications. Prerequisite: Math ND0960 or Math ACT score of 17-22 or placement test. 1020. Fundamentals of Geometry (3) Su, F, S An introduction to the definitions, methods, and logic of geometry. QL1030. Contemporary Mathematics (3) Su, F, S Mathematics in society and the work place: Collecting, describing and interpreting data; geometry and measurement; patterns of growth; voting issues; decision making. Prerequisite: Math 1010 or ACT Math score 23 or higher or placement test. QL1040. Introduction to Statistics (3) Sm, F, S Basic concepts of probability and statistics with an emphasis on applications. Prerequisite: Math 1010 or math ACT score 23 or higher or placement test. QL1050. College Algebra (4) Sm, F, S Selected topics in algebra including inequalities, logarithms, theory of equations, matrices, determinants and progressions. Prerequisi | Math 1010 or math ACT score of 23 or higher or placement test. 1060. Trigonometry (3) Su, F, S Trigonometric functions, equations, identities, and applications- Complex numbers and polar coordinates. Prerequisite: Math 1 or math ACT score of 23 or higher or placement test. Weber State University . QL1080. Precalculus (5) Su, F, S A course covering college algebra and trigonometry concepts preparatory to calculus. Prerequisite: Math 1010 or math ACT score of 23 or higher or placement test. 1100. Mathematics Computer Laboratory (1) S Computer solution of mathematics problems using a computer algebra system. Corequisites: Math QL1050 or 1060 or QL1080 or 1210. 1210. Calculus I (4) Su, F, S Limits, continuity, differentiation, integration. Prerequisite: Math QL1050 and 1060 or Math QL1080 or placement test. Corequisite: Math 1100 or ability to use a computer algebra system. 1220. Calculus II (4) Sm, F, S Transcendental functions, techniques of integration, analytic geometry, infinite series, multivariable functions, partial derivatives. Prerequisite: Math 1210. 2210. Calculus III (4) Sm, F, S Vector algebra, vector valued functions, multivariable functions, partial derivatives, multiple integrals, line integrals, integration in vector fields. Prerequisite: Math 1220. 2250. Linear Algebra and Differential Equations (4) Su, F, S Introduction to Linear Algebra and Differential Equations. Systems of linear equations, matrices, vector spaces, eigenvalues. First and second order differential equations and models, higher order linear equations, linear systems. Prerequisite: Math 1220. 2920. Short Courses, Workshops, Institutes and Special Programs (1-4) Consult the semester class schedule for the current offering under this number. The specific title and credit authorized will appear on the student transcript. 3050. History of Mathematics (3) A survey of the history of mathematics and its impact on world culture with emphasis on mathematical motivations, original methods and applications. Prerequisite: Math 1220. 3120. Euclidean and Non-Euclidean Geometry (3) F Axiomatic development of geometry; Euclidean and non-Euclidean. Prerequisite: Math 1220. 3160. Number Theory (3) S An overview of beginning number theory including the integers, modulo arithmetic, congruences, Fermat's theorem and Euler's theorem. Prerequisite: Math 1210. 3350. Linear Algebra (3) F or S Theory and applications of linear algebra including abstract vector spaces and canonical forms of matrices. Prerequisite: Math 2250. 3410, 3420. Probability and Statistics (3-3) F, S ■ntroductory probability theory and mathematical statistics, including applications. Corequisite: Math 2210 or prerequisite of Math 1220 and consent of instructor. Further prerequisites: Math 3410 for 3420. 3$50. Introduction to Mathematical Modeling (3) F or S formulation, solution and interpretation of mathematical models 01 problems occurring in areas of physical, biological and social science. Prerequisite: Math 2210 and 2250. 3610. Graph Theory (3) F nnciples of Graph Theory including methods and models, special types of graphs, paths and circuits, coloring, networks, and other aPPlications. Prerequisite: Math 1210. 3620. Enumeration (3) S Principles of Enumeration including counting principles, generating functions, recurrence relations, inclusion-exclusion, and applications. Prerequisite: Math 1210. 3710. Boundary Value Problems (3) F, S Series solutions, Fourier series, separation of variables, orthogonal functions. Prerequisite: Math 2250. 3720. Differential Equations II (3) F or S Matrix approach to linear systems, nonlinear systems, Laplace transforms. Prerequisite: Math 2250. 3810. Complex Variables (3) Sm or F or S Analysis and applications of a function of a single complex variable. Analytic function theory, path integration, Taylor and Laurent series and elementary conformal mapping are studied. Prerequisite: Math 2210 and 2250. 4110. Modern Algebra I (3) F Logic, sets, and the study of algebraic systems including groups, rings, and fields. Prerequisite: Math 2250. 4120. Modern Algebra II (3) S Continuation of Math 4110: advanced topics from groups, rings, and fields including the Sylow theorems and Galois theory. Prerequisite: Math 4110. 4210, 4220. Introductory Real Analysis (3-3) F, S Develop the analysis underlying calculus. In-depth study of limits, continuity, integration, differentiation, sequences and series. Other topics may include Lebesgue measure and integration and Fourier Analysis. Prerequisite: Math 2210 and 2250 for 4210; Math 4210 for 4220. 4320. Topology (3) F or S Introduction to point-set topology, including metric and topological spaces, continuity, homeomorphisms, compact and connected spaces, and complete metric spaces. Other topics may include the Baire Category Theorem and Tietze Extension Theorem. Prerequisite: Math 2210 and 2250. 4610, 4620. Numerical Analysis (3-3) F, S Introduction to numerical methods. Use of the digital computer in solving otherwise intractable problems. Prerequisite: Math 2250 and CS 1220 or other approved programming language; Math 4610 for 4620. 4710. Partial Differential Equations (3) F or S First order equations, characteristics and classifications, Green's identities, models, transforms. Prerequisite: Math 3710. 4750. Topics in Mathematics (2-4) This course will vary with the demand and may be taken more than once for a maximum of 8 credit hours. Prerequisite: Consent of the instructor. 4910. Senior Research Project (3) Mathematical research project for seniors. Students may not register for this course the last semester before they intend to graduate. Prerequisite: Instructor approval. 4920. Short Courses, Workshops, Institutes and Special Programs (1-4) Consult the semester class schedule for the current offering under this number. The specific title and credit authorized will appear on the student transcript. PROFILE ENROLLMENT STUDENT AFFAIRS ACADEMIC INFO DEGREE REQ GENED Weber State University fye HNRS BIS LIBSCI INTRD MINORS Applied Science & ■HHMooy CS EET MFET/MET CMT DG PRENGR AUTOSV/AUTOTC IDT SST TBE COMM ENGL FORLNG DANCE MUSIC THEATR ART MPACC/ACCTNG BUSADM FIN LOM MGMT MKTG ECON/QUANT IS&T mmmn MEDUC CHFAM ATHL/AT HEALTH/NUTRI PE/REC EDUC Health Professions CLS DENSCI PARAMD HTHSCI HAS/HIM MRSCI NURSNG RADTEC DMS NUCMED RADTHR RESTHY Science BOTANY CHEM GEOSCI MATH/MATHED —*■ MICRO PHSX ZOOL Social & Behavioral Sciences CJ ECON GEOGR HIST POLSC PHILO PSYCH SOCLWK GERONT SOCLGY ANTHRO AEROSP MILSCI NAVSCI ContinuingEd