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Mathematics

## Courses

### MATH0950: Intermediate Algebra

Credits 3### MATH1100: Liberal Arts Mathematics

Credits 3### MATH1300: College Algebra

Credits 3Topics include polynomial arithmetic, synthetic division, zeros of polynomials, systems of linear equations, matrices and matrix multiplication. This course prepares students to take MATH1400 and MATH2510. Students need to verify they have the prerequisites the first day of class.

ACT Math score of 23 or higher, or SAT Math score of 600 or higher, or Accuplacer Elementary Algebra score of 117 or higher, or Accuplacer College Level Math score of 50 or higher, or Accuplacer QRAS or AAF score of 265 or higher, or instructor's approval.

### MATH1400: Trigonometry

Credits 3### MATH2010: Fundamental Mathematical Structures I

Credits 3### MATH2020: Fundamental Mathematical Structures II

Credits 3### MATH2240: Elementary Statistics

Credits 3### MATH2310: Discrete Mathematics

Credits 3### MATH2510: Calculus I

Credits 4### MATH2520: Calculus II

Credits 4### MATH3240: Probability and Statistics I

Credits 3### MATH3245: Probability and Statistics for Science and Engineering

Credits 3### MATH3250: Probability and Statistics II

Credits 3### MATH3280: Modeling and Operations Research

Credits 3### MATH3310: Methods of Proof

Credits 3### MATH3320: Linear Algebra

Credits 3A study of vector spaces, linear transformations, matrices, determinants, and systems of equations. Special attention is given to the connection between linear transformations and matrices.

### MATH3410: Modern Geometry

Credits 3### MATH3530: Calculus III

Credits 4A continuation of Calculus II. Partial differentiation, gradient and directional derivatives, multiple integrals, and topics in vector calculus including vector fields, curl, divergence as well as the integral calculus involving line and surface integrals. Green's Theorem, Stokes Theorem, and Gauss' Theorem are further topics to be studied. Students need to verify they have the prerequisite the first day of class.

### MATH3540: Differential Equations

Credits 4A first course in ordinary differential equations. Linear algebra will be introduced for systems of linear differential equations. Students need to verify they have the prerequisite the first day of class.

### MATH3560: Numerical Analysis

Credits 3### MATH3570: Teaching Mathematics in the Secondary School

Credits 2### MATH4100: History of Mathematics/Capstone

Credits 1### MATH4320: Modern Algebra I

Credits 4The similarities between the algebraic structures arising in the study of number systems, modular arithmetic and polynomial operations will be used to introduce the study of groups, rings, fields, and their mapping. These structures will be applied to number theoretic and geometric problems.

### MATH4330: Modern Algebra II

Credits 2A continuation of MATH4320 Modern Algebra.