MTH-103 |
Fundamentals of Mathematics I |
A survey of introductory college mathematics. Topics include the structure of number systems, applications of decimals and percentages, proportions and unit conversions, problem solving, sets and logic, analyzing |
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arguments, and number theory. |
3.00 |
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MTH-104 |
Fundamentals of Mathematics II |
A continuation of MTH 103. This course covers concepts of algebra including linear equations, inequalities, quadratics with applications, relations and functions, graphing, geometry, counting techniques, probability, and |
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statistics. |
3.00 |
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MTH-120 |
Contemporary Math for Business |
A continuation of MTH 103. Topics covered include linear equations and inequalities, quadratics with applications, relations and functions, graphing, geometry, counting techniques, probability, and statistics. Students will learn how to apply mathematical concepts to banking, accounting, commerce, marketing and the stock market. This course will provide students with the business skillsets necessary to perform financial analyses |
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and to make informed financial decisions. |
3.00 |
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MTH-136 |
Topics of Mathematics |
An exploration of a selection of contemporary applications of mathematics, including topics such as scheduling, optimizing routes using graph theory, identification numbers, voting, and optimizing profit through linear |
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programming. Emphasis is on problem solving and real-world applications. |
3.00 |
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MTH-141 |
Elementary Mathematical Models |
An introduction to modeling real-world situations using mathematical functions. Topics include linear and exponential modeling techniques, logistic models, solving and simplifying equations using algebra, graphing, |
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regression, and rates of change. |
3.00 |
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MTH-142 |
Elementary Functions |
A precalculus course designed to prepare students to take MTH245. Topics include polynomial, rational, |
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algebraic, exponential, logarithmic, and trigonometric functions and their applications. |
3.00 |
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MTH-231 |
Discrete Mathematics |
A study of discrete structures with applications. Topics include formal logic, sets, functions, sequences, growth of functions, complexity of algorithms, applications of number theory, mathematical induction, recursion, counting |
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techniques, relations, graph theory, and trees. |
3.00 |
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MTH-234 |
Probability and Statistics |
An introduction to probability and the analysis of data with a focus on statistical inference. Topics include descriptive statistics, random variables and probability distributions, confidence intervals, hypothesis tests, |
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correlation, and regression analysis |
3.00 |
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MTH-235 |
Linear Algebra |
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A course in linear algebra with applications. Topics include systems of linear equations, matrices, determinants, n- | |||
dimensional vector spaces, eigenvalue theory, general vector spaces, and linear transformations. |
3.00 |
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MTH-245 |
Calculus I |
A study of the mathematics of continuous change. Topics include rates of change( differentiation) and accumulation( basic integration), with an emphasis on applications. Related rates, optimization, and graphical |
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analysis are covered. Transcendental functions are included. |
4.00 |
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MTH-246 |
Calculus II |
A continuation of MTH 245. Topics include advanced integration techniques, limits and I ' Hopital ' s Rule, improper |
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integration, infinite sequences and series, parametric equations, and some complex number theory. |
4.00 |
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MTH-261 |
Programming for Mathematics |
An introduction to computer programming and algorithm development, with a specific focus on mathematical applications. Students will create programs using Python to solve computationally difficult problems and to |
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analyze mathematical models of real-world phenomena through simulation. |
3.00 |
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MTH-299 |
Selected Topics in Mathematics |
A study of a specialized subject area, which may vary, based on student / faculty interest. For non-major students |
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only. The topic, course structure, and instructor will be announced prior to pre-registration. |
3.00 |
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MTH-301 |
Multivariable Calculus |
A continuation of MTH 246. Topics include vectors in three-dimensional space, vector-valued functions, partial |
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derivatives, multiple integrals, and vector analysis. |
3.00 |
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