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Course Criteria
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3.00 Credits
3 HRS. Whole number operations and rational numbers; fractions, decimals, percentages, proportions, and applications. Credit does not apply for graduation. (Prerequisite: READ 079 or 080 or concurrent with MATH 011, or satisfactory score on placement test.) F-S-Sum
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4.00 Credits
4 HRS. Fundamental properties of real numbers, real number arithmetic; linear equations and formulas; slope, equations of lines and graphing lines; laws of exponents; polynomials, factoring and quadratic equations. (Prerequisite: MATH 011, satisfactory score on placement test; READ 079 or 080 or concurrent with MATH 021.) Credit does not apply for graduation. F-S-Sum
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4.00 Credits
4 HRS. Continuation of MATH 021. Linear and quadratic equations and inequalities, absolute value equations and inequalities, algebraic fractions, 2x2 and 3x3 systems of linear equations; and complex numbers. (5 lecture hours per week.) (Pre-requisite: C or better in MATH 021 AND READ 079 or 080 or satisfactory score on placement test, or consent.) (Requires TI 82 graphing calculator.) F-S.
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1.00 Credits
4 HRS. Limits, continuity, derivatives and applications, properties of the definite integral, and applications. (5 lecture hours per week.) (Prerequisites: C or better in MATH 126 and 128 or MATH 129; or placement test) F
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2.00 Credits
4 HRS. Continuation of MATH 151. Derivatives and integrals of logarithmic, exponential, and trigonometric functions, techniques of integration; polar coordinates; series. (5 lecture hours per week.) S (Prerequisite: C or better in MATH 155.)
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3.00 Credits
3 HRS. Descriptive and inferential statistics, descriptive measures, probability, random variables, discrete and continuous probability distributions, expected value. The central limit theorem, confidence intervals, tests of hypothesis, chi-square test, regression and correlation. (Prerequisite: satisfactory score on placement test) F-S-Su
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3.00 Credits
3 HRS. Fundamental concepts of plane & solid Euclidean Geometry including points, lines, space, construction proofs, transformation, area formulas, volume formulas, polygons, circles, coordinate geometry and triangle ratio. (Prerequisites: C or better in MATH 126). F
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3.00 Credits
4 HRS. Vector products; linear transformations; matrices and determinants; vector differential calculus; line and surface integrals; double and triple integrals; Green's Theorem; Stoke's Theorem; FourierSeries and Integrals. (Prerequisite: C or better in MATH 156.) F
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4.00 Credits
4 HRS. Ordinary differential equations; Laplace transforms; partial differential equations with emphasis on engineering and scientific applications. (Prerequisite: C or better in MATH 251.) S
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3.00 Credits
3 HRS. Methods and content with respect to real numbers, algebra, geometry, graphing, problem solving, measurement, probability and statistics. (Prerequisites: C or better in MATH 121, MATH 126 and Admission to Teacher Ed Program.) (Co-requisite: Field Experience.) F-S
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