1701.00ĭescription: Fundamental ideas underlying modern mathematics: Elements from logic, sets, and number systems concepts of elementary algebra, geometry, topology, and combinatorics. 1701.00Ĭourse Number: MATH 2 (Not scheduled to be offered)ĭescription: Advanced algebra and analytic geometry: Linear, quadratic, polynomial, rational, exponential, logarithmic, and inverse functions determinants, matrices and linear systems zeros of polynomials, arithmetic and geometric sequences, mathematical induction permutations and combinations, binomial theorem vectors, conic sections, translation and rotation of axes, polar coordinates, lines and surfaces in space, and quadric surfaces. This course is appropriate for students who are confident in their graphing and beginning algebra skills. Intended for students majoring in business, science, technology, engineering, and mathematics and concurrently enrolled in MATH 1. 1701.00ĭescription: Review of the core prerequisite skills, competencies, and concepts needed in pre-calculus: Factoring, operations on rational and radical expressions, absolute value equations and inequalities, exponential and logarithmic expressions and equations, conic sections, functions including composition and inverses, an in-depth focus on quadratic functions, and a review of topics from geometry. Intended for students who are concurrently enrolled in MATH 13. 1701.00ĭescription: Competencies and concepts needed in statistics: Arithmetic, pre-algebra, elementary and intermediate algebra, and descriptive statistics descriptive data analysis, solving and graphing linear equations, and modeling with linear functions. Not open for credit to students who have completed or are currently enrolled in Math 210ABCD.ĭescription:Basic algebraic operations: Linear equations and inequalities, relations and functions, factoring quadratic polynomials, solving quadratic equations, fractions, radicals and exponents, word problems, graphing, and number systems. Pre-requisite: Math 225 or 250 or 251D or 253 or appropriate placement through multiple-measures assessment 1701.00Ĭourse Number: MATH 203 (offered Summer, Fall, and Spring) Not open for credit to students who have completed or are currently enrolled in Math 52ABC.ĭescription: Introduction to functional trigonometry: Basic definitions, identities, graphs, inverse functions, trigonometric equations and applications, solution of triangles and applications, polar coordinates, complex numbers, and De Moivre’s Theorem. 1701.00Ĭourse Number: MATH 50 (offered Summer, Fall, and Spring) Drawing conclusions from data: Confidence intervals, hypothesis testing, z-tests, t-tests, and chi-square tests one-way analysis of variances. Theory: Probability, random variables, binomial and normal distributions. Describing data: Measures of location, spread, and correlation. Organizing data: Univariate and bivariate tables and graphs, histograms. 1701.00Ĭourse Number: MATH 13 (offered Summer, Fall, and Spring)ĭescription: Introduction to theory and practice of statistics: Collecting data: Sampling, observational and experimental studies. 1701.00Ĭourse Number: MATH 3F (offered Fall and Spring)ĭescription: Ordinary differential equations: First-order, second-order, and higher order equations separable and exact equations, series solutions, LaPlace transformations, system of differential equations. 1701.00Ĭourse Number: MATH 3E (offered Fall and Spring)ĭescription: Gaussian and Gauss-Jordan elimination, matrices, determinants, vectors in R2 and R3, real and complex vector spaces, inner product spaces, linear transformations, eigenvalues, eigenvectors, and applications. 1701.00Ĭourse Number: MATH 3C (offered Fall and Spring)ĭescription: Partial differentiation: Jacobians, transformations, multiple integrals, theorems of Green and Stokes, differential forms, vectors and vector functions, geometric coordinates, and vector calculus. 1701.00Ĭourse Number: MATH 3B (offered Fall and Spring)ĭescription: Applications of the definite integral: Methods of integration, polar coordinates, parametric equations, infinite and power series. Pre-requisite: Math 2 or Math 1, and 50 or 52Cĭescription: Theorems on limits and continuous functions, derivatives, differentials and applications: Fundamental theorems of calculus and applications properties of exponential, logarithmic, and inverse trigonometric functions, and hyperbolic functions. 1701.00Ĭourse Number: MATH 3A (offered Summer, Fall, and Spring) Course Number: MATH 1 (offered Summer, Fall, Spring)ĭescription: Preparation for the calculus sequence or other courses requiring a sound algebraic background: Inequalities, theory of equations, sequences and series, matrices, functions and relations, and logarithmic and exponential functions function concept used as a unifying notion.
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