Satisfactory completion of the Entry Level Mathematics (ELM) requirement is a prerequisite for enrollment in all mathematics courses except MATH 100 and MATH 104.
MATH 100 Beginning Algebra Review (3) (CR/NC)
Review of basic algebra skills at the beginning algebra level intended primarily to prepare students for MATH 104. Course open only to students who have taken the ELM examination and are not qualified for MATH 104. Not for baccalaureate credit. Credit/No Credit grading only. Miscellaneous course fee may be requiredsee Class Schedule. 3 lectures. Prerequisite: Two years of high school algebra.
MATH 104 Intermediate Algebra (3) (CR/NC)
Review of basic algebra skills at the intermediate algebra level intended primarily to prepare students for MATH 116. Not for baccalaureate credit. Credit/No Credit grading only. Miscellaneous course fee may be requiredsee Class Schedule. 3 lectures. Prerequisite: Two years high school algebra and appropriate score on the ELM examination, or credit in MATH 100.
MATH 112 The Nature of Modern Mathematics (3) GEB B.2.
Contemporary mathematics and the relationship between mathematics and our cultural heritage. Intended to develop an appreciation for the role that mathematics plays in society, both past and present. 3 lectures. Prerequisite: Appropriate score on ELM examination, or an ELM exemption, or credit in MATH 104, and 3 years high school math, including 2 years high school algebra, or equivalent.
1 MATH 116, 117 Pre-Calculus Algebra I, II (3) (3) 117: GEB B.2.
Pre-calculus college algebra without trigonometry. Topics in algebra and coordinate geometry. Functions and applications, polynomial and rational functions, exponential and logarithmic functions, systems of equations and analytic geometry. Additional topics. MATH 116 and MATH 117 are equivalent to MATH 118. Not open to students with credit in MATH 118 or MATH 120. 3 lectures. Prerequisite for MATH 116: Appropriate score on ELM examination, or an ELM exemption, or credit in MATH 104, and 3 years of high school math including 2 years of high school algebra, or equivalent. Prerequisite for MATH 117: MATH 116.
MATH 118 Pre-Calculus Algebra (4) GEB B.2.
Pre-calculus college algebra without trigonometry. Special products and factoring, exponents and radicals, partial fractions. Fractional and quadratic equations, determinants, systems of equations. Graphing, inequalities and absolute value, mathematical induction. Binomial theorem, logarithms, complex numbers. MATH 118 is equivalent to MATH 116 and MATH 117. Not open to students with credit in MATH 117 or MATH 120. 4 lectures. Prerequisite: Appropriate score on ELM examination, or an appropriate ELM exemption, and 3 years high school math including 2 years high school algebra, or equivalent.
MATH 119 Pre-Calculus Trigonometry (3) GEB B.2.
Rectangular and polar coordinates. Trigonometric functions, fundamental identities. Inverse trigonometric functions and relations. Complex numbers. Not open to students with credit in MATH 120. 3 lectures. Prerequisite: Appropriate score on ELM examination, or an appropriate ELM exemption, and MATH 117 or MATH 118, or equivalent.
MATH 120 Pre-Calculus Algebra and Trigonometry (5) GEB B.2.
An integrated review course in college algebra and trigonometry covering function concepts and symbols, rectangular coordinates, trigonometric functions, linear and quadratic functions, inequalities, analysis of trigonometric functions, inverse trigonometric functions, exponential and logarithmic functions, systems of equations and complex numbers. MATH 120 is equivalent to MATH 118 and MATH 119. Not open to students with credit in MATH 117, MATH 118, or MATH 119. 5 lectures. Prerequisite: Appropriate score on ELM examination, or an appropriate ELM exemption, and 3 years high school math including 2 years high school algebra, and trigonometry, or equivalent.
MATH 124 Finite Mathematics (3) GEB B.2.
Sets and counting problems. Probability theory including stochastic processes, probability distributions, and Markov Chains. Algebra of vectors and matrices, Gaussian elimination, and the inverse of a square matrix. Applications of matrices. 3 lectures. Prerequisite: ELM requirement, and passing score on Mathematics Placement Examination, or MATH 118, or equivalent.
1 MATH 131, 132, 133 Technical Calculus (4) (4) (4) GEB B.2.
Functions, their graphs and limits; techniques and applications of differential and integral calculus; introduction to applied differential equations. Designed principally for technology students and others interested in an applied three-quarter calculus sequence. Not open to students with credit in MATH 142, MATH 143, MATH 318 (respectively) or equivalents. Miscellaneous course fee may be required in sections with a computer component-see Class Schedule. 4 lectures. Prerequisite: ELM requirement, and passing score on Mathematics Placement Examination, or MATH 118 and MATH 119, or equivalent.
1 MATH 141, 142, 143 Calculus I, II, III (4) (4) (4) GEB B.2.
Limits, continuity, differentiation, integration. Techniques of integration, applications to physics, transcendental functions. Infinite sequences and series, vector algebra, curves. Miscellaneous course fee may be required in sections with a computer component-see Class Schedule. 4 lectures. Prerequisite: ELM requirement, and passing score on Mathematics Placement Examination, or MATH 118 and MATH 119, or equivalent.
MATH 151, 152, 153 Calculus Laboratories I, II, III (1) (1) (1) (CR/NC)
Facilitated study and discussion of the theory, problems, and applications of calculus. Credit/No Credit grading only. 1 laboratory. Prerequisite: Concurrent enrollment in the associated section of MATH 141, MATH 142, or MATH 143.
MATH 202 Orientation to the Mathematics Major (1) (CR/NC)
Career opportunities in the field of mathematics, preparing a field of study, and a survey of departmental facilities and
procedures related to research, study and graduation. Credit/No Credit grading only. 1 lecture. Prerequisite: Sophomore standing or consent of instructor.
MATH 205 Programmable Calculators in Calculus and Linear Algebra (2)
Operation of programmable graphing calculators and their application to selected topics in calculus, differential equations and linear algebra. 2 lectures. Prerequisite: MATH 141 or consent of instructor.
MATH 206 Linear Algebra I (4) GEB B.2.
Matrices, inverses, linear systems, determinants, eigenvalues, eigenvectors, vector spaces, linear transformations, applications. Miscellaneous course fee may be required in sections with a computer component-see Class Schedule. 4 lectures. Prerequisite: MATH 143 or consent of instructor.
MATH 221 Calculus for Business and Economics (4) GEB B.2.
Polynomial calculus for optimization and marginal analysis, and elementary integration. Not open to students with credit in MATH 142, MATH 132 or equivalent. 4 lectures. Prerequisite: ELM requirement, and passing score on Mathematics Placement Examination, or MATH 118, or equivalent.
MATH 222 Mathematical Analysis for Economics and Business (4) GEB B.2.
Multivariate calculus. Lagrange multipliers, linear algebra and determinants. Differential and difference equations. 4 lectures. Prerequisite: MATH 221 or equivalent.
MATH 241 Calculus IV (4) GEB B.2.
Partial derivatives, multiple integrals, introduction to vector analysis. Miscellaneous course fee may be required in sections with a computer component-see Class Schedule. 4 lectures. Prerequisite: MATH 143.
MATH 242 Differential Equations (4) GEB B.2.
Ordinary differential equations: introduction with applications in engineering and science; classification of equations and their analytic solutions; study of interrelationships between differential systems, graphs, and physical problems. Miscellaneous course fee may be
required in sections with a computer component-see Class Schedule. 4 lectures. Prerequisite: MATH 241.
MATH 248 Methods of Proof in Mathematics (4) GEB B.2.
Methods of proof (direct, contradiction, conditional, contraposition); valid and invalid arguments. Examples from set theory. Quantified statements and their negations. Functions, indexed sets, set functions. Proofs in number theory, algebra, geometry and analysis. Proof by induction. Equivalence and well-defined operations and functions. The axiomatic method. 4 lectures. Prerequisite: MATH 143 or consent of instructor.
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1 Each course in a combined listing of sequentially numbered courses is a prerequisite to its successor in the same listing.