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Course Criteria
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3.00 Credits
3 C.H. Code B Prerequisite: ENG* E102 or permission of the instructor. A study of practical information regarding the formation, operation, and termination of business entities. Students will be required to complete the necessary documents to establish corporations and partnerships.
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3.00 Credits
3 C.H. Previously: DS 091 Prerequisite: Placement test score. A review of basic arithmetic skills including whole numbers, fractions, decimals, and percents. Practical applications will be emphasized. Also included is an introduction to algebra and algebraic notation. This course will not satisfy graduation requirements.
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3.00 Credits
3 C.H. Previously: DS 095 Prerequisite: Placement test score or "C" in MAT* E075. Beginning algebra including signed numbers, algebraic expressions, laws of exponents, order of operations, linear equations and inequalities, word problems, formulas, polynomials, factoring, and graphing. This course will not satisfy graduation requirements.
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3.00 Credits
3 C.H. Previously: MA 103 Code M Prerequisite or Parallel: ENG* E101. Prerequisite: Satisfactory score on mathematics placement examination or MAT* E075, Introduction to Mathematics. An elementary course covering a wide range of mathematics commonly used in business and personal finance. Topics include: simple and compound interest, present value, wages, taxes, insurance, and marketing and retailing mathematics.
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3.00 Credits
3 C.H. Previously: MA 110 Code M Prerequisite: Satisfactory score on mathematics placement examination or MAT* E095. Prerequisite or Parallel: ENG* E043. An exposure to a wide range of mathematical topics, with an emphasis on critical thinking, problem solving, and the real number system. Topics may vary at the discretion of the instructor, and may include set theory, logic, number systems, financial management, geometry, probability and statistics, or mathematical systems. This course is intended for the student whose major field of study requires no specific mathematical preparation.
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3.00 Credits
3 C.H. Previously: MA 115 Code M Prerequisite: Satisfactory score on math placement exam or MAT* E095 with a grade of "C" or higher. The study of the algebraic techniques used to solve equations and inequalities and to perform basic operations with polynomials and rational expressions. This includes an introduction to the mathematical concept of functions and their graphs; a review of factoring and its applications to equation-solving and rational expressions; and an introduction to roots, radicals, and logarithms.
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3.00 Credits
3 C.H. Previously: MA 104 Code M Prerequisite: Satisfactory score on mathematics placement examination or MAT* E137, Intermediate Algebra. Prerequisite or Parallel: ENG* E101. An elementary course in descriptive and inferential statistical procedures. Topics include: mean, median, mode, variability, standard deviation, standard scores, grouping data, histograms and frequency distributions, elementary probability theory and binomial probabilities, the normal distribution, hypothesis testing, estimation, and the Chi- Square test.
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3.00 Credits
4 C.H. Previously: MA 130 Code M Prerequisite: Satisfactory score on math placement exam or MAT* E137 with a grade of "C" or higher. A study of the concepts from algebra and trigonometry that will be used in calculus. Topics include: equations and inequalities, functions, graphs, exponential and logartithmic functions, trigonometric functions, polynomial and rational functions.
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3.00 Credits
4 C.H. Previously: MA 201 Code M Prerequisite: Satisfactory score on mathematics placement exam or MAT* E186 or the equivalent. A study of differential calculus, the definition of limits, limit theorems, the tangent and velocity problems, the definition of derivatives, differentiation formulae, implicit differentiation, applications of the derivatives, differentials, maxima and minima problems, concavity, antiderivatives, The Fundamental Theorem of Calculus.
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4.00 Credits
4 C.H. Previously: MA 202 Code M Prerequisite: MAT* E254. A continuation of MAT* E254. Topics include The Fundamental Theorem of Calculus, finding areas, volume, and curve length using integrals; integration and differentiation of logarithmic, exponential and trigonometric functions as well as techniques of integration and improper integrals, infinite sequences and series.
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