College of Science 573 that need a review. Topics include polynomial, rational, exponential and logarithmic functions, equations and their applications, absolute value, polynomial and rational inequalities, and nonlinear systems; matrices, matrix algebra and inverses, determinants, sequences and series; trigonometric functions and their graphs, trigonometric identities, inverse trigonometric functions, trigonometric equations, solving triangles, and applications of trigonometry. In addition, conies and polar coordinates are also covered. Prerequisite: MATH 1010 or Math ACT score of 23 or higher or placement test. MATH 1110 - Calculus Concepts and Applications Credits: (3) A conceptual understanding of the fundamental notions of calculus (limits, continuity, differentiation and integration). Application of these ideas to economics, the social and life sciences, and natural resource modeling is central to the course. Prerequisite: MATH 1050 QL or MATH 1080 QL or placement test. MATH 1200 - Mathematics Computer Laboratory Credits: (l) Typically taught: Fall [Full Sem] Spring [Full Sem] Summer [Full Sem] Computer solution of mathematics problems using a computer algebra system. Prerequisite: MATH 1050 and MATH 1060 , or MATH 1080 , or Co-Requisite: MATH 1210 . MATH 1210 - Calculus I Credits: (4) Typically taught: SFall [Full Sem] Spring [Full Sem] Summer [Full Sem] Limits, continuity, differentiation, integration. Prerequisite: MATH 1050 and MATH 1060 or MATH 1080 or placement test. Co-Requisite: The ability to use a computer algebra system. MATH 1220 - Calculus II Credits: (4) Typically taught: Fall [Full Sem] Spring [Full Sem] Summer [Full Sem] Transcendental functions, techniques of integration, analytic geometry, infinite series. Prerequisite: MATH 1210 . Co- Requisite: The ability to use a computer algebra system. MATH 1630 - Discrete Mathematics Applied to Computing Credits: (4) An overview of the fundamentals of algorithmic, discrete mathematics applied to computation using a contemporary programming language. Topics include logic, proofs, sets, functions, counting, relations, graphs, trees, Boolean algebra, and models of computation. This course includes programming. Prerequisite: MATH 1050 or MATH 1080 , and CS 1400 or ability to program in a contemporary computer language and the consent of the instructor. MATH 2010 - Mathematics for Elementary Teachers I Credits: (3) Typically taught: Fall [Full Sem] Spring [Full Sem] Summer [Full Sem] Prospective elementary school teachers revisit mathematics topics from the elementary school curriculum and examine them from an advanced perspective including arithmetic, number theory, set theory and problem solving. Prerequisite: MATH 1050 or placement test. MATH 2020 - Mathematics for Elementary Teachers II Credits: (3) Typically taught: Fall [Full Sem] Spring [Full Sem] Summer [Full Sem] Prospective elementary school teachers revisit mathematics topics from the elementary school curriculum and examine them from an advanced perspective including probability, statistics, geometry and measurement. Prerequisite: MATH 1050 and MATH 2010 . MATH 2120 - Euclidean Geometry Credits: (3) Typically taught: Fall [Full Sem] Exploration of Euclidean geometry, from basic concepts to advanced theorems. Prerequisite: MATH 1210 or consent of instructor. MATH 2210 - Calculus III Credits: (4) Typically taught: Fall [Full Sem] Spring [Full Sem] Summer [Full Sem] Vector algebra, vector valued functions, multivariable functions, partial derivatives, multiple integrals, line integrals, integration in vector fields. Prerequisite: MATH 1220 . MATH 2250 - Linear Algebra and Differential Equations Credits: (4) Typically taught: Spring [Full Sem] 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 . Weber State University 2013-2014 Catalog