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    • 3.00 Credits

      Equations and inequalities, functions of lines, distance formula, midpoint formula functions and graphs, interval notation, polynomial, radical and rational functions, solving equations graphically, finding zeros of polynomial functions, graphing parabolas, finding turning points, maxima and minima, identify intervals of increasing and decreasing, analyzing graphs, exponential and logarithmic functions, equations and applications, linear and nonlinear regression and modeling and solving applications. Graphing calculator required - see course syllabus for details. Three hours per week. (Prerequisite: MATH 1000 or ACT of 22 or higher.) F,S, Su
    • 3.00 Credits

      Right triangle trigonometry, vectors, circular functions, applied geometric problems, sine wave analysis, complex numbers and logarithms. This course will meet the mathematics requirement for industrial technology majors only. Three hours per week. (Prerequisite: MATH 1000 or ACT of 22 or higher.) F,S, Su
    • 3.00 Credits

      Designed for elementary and middle school education majors to develop a thorough understanding of and ability to teach basic mathematics. Logical reasoning, problem solving techniques, number properties, number theory, algorithms, mental arithmetic, estimation, proportional and algebraic reasoning, fractions, decimals and percents. This course satisfies graduation requirements for elementary education majors only. Graphing calculator required - see course syllabus for details. Three hours per week. (Prerequisite: Two years of high school algebra or MATH 1000.)
    • 3.00 Credits

      Course content includes Euclidean geometry, probability and statistics for education. This coursesatisfies graduation requirements for elementary education majors only. Graphing calculator required - see course syllabus for details. Three hours per week. (Prerequisite: MATH 1410). S
    • 3.00 Credits

      Statistics for business, education, nursing, and other disciplines; data types; sampling methods; qualitative and quantitative methods; regression and correlation; measures of central tendency and variability; estimation; probability; permutations and combinations; binomial distribution; confidence intervals; standard normal distribution; hypothesis testing for population mean and proportion; analysis of variance; solving applications. Graphing calculator required - see course syllabus for details. (Prerequisite: ACT Math of 19 or higher or all required learning support math competencies.) Three hours per week. F,S, Su
    • 3.00 Credits

      Functions and graphs; linear equations and inequalities; slope and intercept; linear regression and correlation; systems of linear equations; logarithmic and exponential functions and equations; graphs and transformations; quadratic functions; solving systems of equations using matrices; systems of linear inequalities; linear programming; simplex method; maximization and minimization; solving business applications. Graphic calculator required - see course syllabus for details. (Prerequisite: MATH 1000 or ACT of 22 or higher.) Three hours per week. F,S, Su
    • 3.00 Credits

      Review of inequalities; linear, polynomial, rational, power, radical, composition, absolute value and inverse functions; complex numbers; circles; graphing; theory of equations; exponential and logarithmic functions; matrices; determinants and Cramer's rule; systems of linear equations; and partial fractions. Graphing calculator required - see course syllabus for details. (Prerequisite: MATH 1000 or ACT of 22 or higher.) F,S, Su
    • 3.00 Credits

      Unit circle, circular, trigonometric and inverse trigonometric functions; graphing; trigonometric identities; trigonometric equations; right triangles; law of sines; law of cosines; vectors; polar and rectangular coordinates; complex numbers in polar form; De Moivre's Theorem; parametric equations and sequences. Graphing calculator required - see course syllabus for details. Three hours per week. (Prerequisite: MATH 1710.) F,S, Su
    • 4.00 Credits

      This is a single course for preparation for Calculus I. All topics in MATH 1710 and 1720 will be covered in this course. Review of inequalities; linear, polynomial, rational, power, radical, composition, absolute value and inverse functions; matrices; determinants and circles; graphics; theory of equations; exponential and logarithmic functions; matrices; determinants and Cramer's Rules; systems of linear equations; partial fractions; unit circle, circular, trigonometric and inverse trigonometric functions, graphing, trigonometric identities and equations, right triangles, law of sines and cosines; vectors; polar and rectangular coordinates; complex numbers in polar form; De Moivre's Theorem; parametric equations; and sequences. Graphing calculator required. MATH 1710 followed by MATH 1720 is recommended for students with an ACT Math score below 23 or no previous precalculus/trigonometry course. Credit will not be given for the MATH 1730 and any of MATH 1130, 1710 and 1720. Three hours lecture and one hour lab per week. (Prerequisite: MATH 1000 or ACT Math of 23 or higher.) F,S
    • 3.00 Credits

      A one-semester course of limits and continuity and differential and integral calculus. The applications will include derivatives and integrals of exponential, logarithmic and composite functions. Three hours per week. (Prerequisite: MATH 1630, 1710 or ACT of 22 or higher.) F,S