ECON.2010 Economics I (Microeconomics)
Studies the principles of production and exchange. An introduction to demand, supply, pricing, and output under alternative market structures. Derived demand and resource markets are introduced. Meets Core Curriculum Essential Learning Outcome for Quantitative Literacy (QL). 3 credits.
Special Notes: BS
ENGL.1010 College Writing I
A workshop course that thoroughly explores the writing process from pre-writing to revision, with an emphasis on critical thinking, sound essay structure, mechanics, and academic integrity. Students will read, conduct rhetorical analyses, and practice the skills required for participation in academic discourse. Students will write expository essays throughout the semester, producing a minimum of four formal essays. 3 credits.
ENGL.1020 College Writing II
A workshop course that thoroughly explores the academic research writing process with an emphasis on entering into academic conversation. Building on the skills acquired in College Writing I, students will learn to write extensively with source material. Key skills addressed include finding,assessing, and integrating primary and secondary sources, and using proper documentation to ensure academic integrity. Students will produce analytical writing throughout the semester, including a minimum of four formal, researched essays. 3 credits.
ENGL.2260 Technical and Scientific Communication
Studies the theory and practice of letters, memoranda, reports and oral presentations on specific scientific and technical problems. 3 credits.
Prerequisite: ENGL.1020 pre-req
Special Notes: Students may not receive credit for both ENGL.2240 and ENGL.2260; Students will learn about scientific and technical communication by engaging with lab reports, step-by-step instructions, technical manuals and so forth. This course gives students the opportunity to write two chapters in a technical manual by the end of the course. These chapters will include step-by-step instructions on how to fix, prepare, create, or describe a function or process related to a specific individual project.
MATH.1200 Precalculus Mathematics I
Intended for students whose background in basic algebra is current. The course objective is to provide students with problem solving and computational techniques needed for further course work and in their occupation. Topics covered include: linear equations, slope of a line, quadratic equations, functions, transformations, inequalities, curve sketching, systems of equations, and the exponential and logarithmic functions 3 credit(s) Prerequisite: 90.11 or equivalent or satisfactory score on the Math Placement Exam given the first week of class. Credit is given for only one of the following courses; 92.120, or 92.121. 3 credits.
Prerequisite: MATH.1115, equivalent, or passing Math Placement Exam
Special Notes: Credit is given for only one of the two following
courses: 92.120 or 92.121.
MATH.1230 Precalculus Mathematics II
Reviews angles and their measure, the trigonometric functions, solving triangles, law of sines, law of cosines, circular functions and their graphs, vectors and trigonometric identities. No credit in Science or Engineering. 3 credits.
Special Notes: MA. Students may not receive credit for both 92.123 and 92.124.
MATH.1250 Calculus A
Serves as a first course in calculus and provides a brief review of analytic geometry and trigonometric functions. The course progresses to the study of inverse functions, limits, continuity, derivatives, rules for differentiation of algebraic and transcendental functions, chain rule, implicit differentiation, linear approximation, differentials, and maximum and minimum values. 3 credits.
Special Notes: MA. Students may receive credit for only one of the following courses: MATH.1220 or MATH.1310.
MATH.1260 Calculus B
Serves as a continuation of MATH.1250. The course covers L'Hopital's Rule, optimization problems, Newton's method, sigma notation, integration, area between curves, volume, arc length, surface area, integration by parts, trigonometric substitution, partial fraction decomposition, and improper integrals. 3 credits.
Special Notes: MA
MATH.2210 Linear Algebra I
Elementary set theory and solution sets of systems of linear equations. An introduction to proofs and the axiomatic methods through a study of the vector space axioms. Linear analytic geometry. Linear dependence and independence, subspaces, basis. Inner products. Matrix algebra. Applications of the above will also be discussed. 3 credits.
Prerequisite: MATH 1320 pre-req
MATH.2220 Linear Algebra II
Linear transformations. Linear operators, change of basis, inner product and the diagonalization problem. Quadratic forms. Convex sets and geometric programming, input/output models for an economy, Markov chains, other applications of linear algebra. 3 credits.
MATH.2250 Calculus C
Serves as a continuation of MATH.1260. This course covers integration by parts, integration of trigonometric integrals, trigonometric substitution, partial fraction, numeric integration, improper integrals, L'Hopital's Rule, indeterminate forms, sequences, infinite series, integral tests, comparison tests, alternating series tests, power series, Taylor series, polar coordinates, graphs and areas in polar coordinates, and parametric equations. 3 credits.
Special Notes: MA
MATH.2260 Calculus D
Serves as a continuation of MATH.2250. This course covers curvature, cylindrical surfaces, dot and cross products, curves and planes in three space, cylindrical and spherical coordinates, functions of two variables, chain rule, directional derivatives and gradient, tangent planes, and double and triple integrals in rectangular, polar, cylindrical and spherical coordinate systems. 3 credits.
Prerequisite: MATH.2250 Pre-req
Special Notes: MA
MATH.2340 Differential Equations
Topics include methods of solutions for linear and non-linear first order differential equations, linear second order differential equations, higher order linear differential equations, systems of first-order differential equations. Laplace transforms. Numerical methods. Applications to physical systems. 3 credits.
MATH.3210 Discrete Structures I
Presents propositional logic, combinatorics, methods of proof, mathematical systems, algebra of sets, matrix algebra, relations and functions, recursion and generating functions, applications to computer science, and graph theory. 3 credits.
MATH.3750 Senior Seminar I
Student works with an advisor to develop a proposal for a senior project that will be carried out as part of MATH.4750 Senior Seminar II. Generally taken during the spring of the junior year. Prerequisite: Permission of instructor. 1 credits.
MATH.4750 Senior Seminar II
Undergraduate seminar on advanced mathematical topics. Students are required to develop an understanding of an advanced subject beyond the scope of an existing course or synthesize two or more different areas form their curriculum. Students are required to participate in the seminar, present their results to the Department and write a substantial thesis in their topic area. Essential course elements include library research, original research, and both verbal and written exposition. The first semester is a graduation requirement for majors in mathematics. 3 credits.
Special Notes: Senior Status Math majors
PHYS.1310 Technical Physics I
Presents material in both the class and laboratory format. Topics include: vectors; one- and two- dimensional motion; Newton's laws of motion; translational and rotational equilibrium; work and energy; linear momentum; and circular motion and gravitation. Two additional Friday night classes are required. 3 credits.
PHYS.1320 Technical Physics II
Covers material in both the class and laboratory format. Rotational dynamics; mechanical vibrations and waves; sound; solids and fluids; thermal physics; heat and law of thermodynamics will be discussed. One session per week. Two additional Friday night classes are required. 3 credits.
Special Notes: SL