AS
Mathematics
Programs
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Associate of Science in Mathematics,
Course Descriptions
MA0013: Basic Arithmetic
Credits 3This course is for the college student whose grasp of arithmetic skills is currently weak or marginal. Competency at the college level in addition, subtraction, multiplication and division of whole numbers, integers, decimals and fractions as well as ratio, percent, and simple equations will be emphasized. For each unit of credit, a minimum of three hours per week with one of the hours for class and two hours for studying/preparation outside of class is expected. This course doesn’t count towards graduation.
MA0033: Advanced Arithmetic
Credits 3This course is for the college student whose grasp of arithmetic skills is currently weak or marginal. Competency at the college level in addition, subtraction, multiplication and division of whole numbers, integers, decimals and fractions as well as ratio, percent, and simple equations will be emphasized.
MA0043: Beginning Algebra
Credits 3This course is for the college student who has not had an algebra course previously or for the student who needs a refresher course in the basic algebra concepts. Successful completion of this course should prepare the student for Intermediate Algebra. This course does not count toward graduation. For each unit of credit, a minimum of three hours per week with one of the hours for class and two hours for studying/preparing outside of class is expected.
For each unit of credit, a minimum of three hours per week with one of the hours for class and two hours for studying/preparation outside of class is expected.
EduKan course number: MA076
MA0052: College Algebra Plus
Credits 2This course is a co-requisite of MA 1173 for those students assessed at a level below college-level algebra. This course emphasizes active learning, critical thinking skills, and algebra skills needed to be successful in MA 1173. This course will not count for graduation.
MA0113: Basic Applied Math
Credits 3This course is for the student whose basic skills is weak and is designed to help develop college level skills in Addition, Subtraction, Multiplication, and Division. Emphasis will be on Integers, Prime Numbers, Common and Decimal Fractions, as well as ratios and percent problems.
MA1005: Math Foundations
Credits 5This course is for the college student who has not had an algebra course previously or for the student who needs a refresher course in the basic algebra concepts. This course will begin with a brief review of addition, subtraction, multiplication and division of integers, decimals, and fractions as well as ratio and percent. This will include basic definitions, algebraic expressions; linear equations and inequalities in one variable; rectangular coordinates, slope, and graphs of linear equations in two variables; polynomials and factoring; rational expressions; radicals and complex numbers; and quadratic equations. Successful completion of this course should prepare the student for their first college level mathematics course. This course does not count toward graduation.
MA1103: Intermediate Algebra
Credits 3A study of basic algebra, beginning with linear equations and continuing through quadratic equations. A brief review of basic definitions, properties and operations of signed numbers and algebraic expressions; linear equations and inequalities in one variable; rectangular coordinates, functions and graphs; slope and graphs of linear equations; polynomials and factoring; rational expressions; radicals and complex numbers; quadratic equations, inequalities and graphs; systems of equations and inequalities.
EduKan course number: MA177
MA1113: Intermediate Algebra / Review
Credits 3This course is a combination of Intermediate Algebra and a review of Introductory Algebra concepts. It will include the study of systems of linear equations, functions, rational exponents and radicals, polynomial division, advanced factoring techniques, solving quadratic equations, rational expressions, and appropriate application problems.
MA1163: Contemporary Mathematics
Credits 3Contemporary Math is a college level mathematics course for non-STEM majors. The primary goal of this course is to ensure that students have college level critical thinking and mathematical skills. The focus is on mathematics in everyday life, specifically in finance, probability, and real-world applications.
MA1165: Contemporary Mathematics with Review
Credits 5: Contemporary Math is a college level mathematics course for non-STEM majors. The primary goal of this course is to ensure that students have college level critical thinking and mathematical skills. The focus is on mathematics in everyday life, specifically in finance, probability, and real-world applications. This course also includes review of foundational topics needed for the standard Contemporary Math outcomes. Many other programs recommend Contemporary Mathematics or its level of competence for continued study leading to a related field.
MA1173: College Algebra
Credits 3College Algebra involves the study of functions, graphing and solving problems using polynomial, rational, radical, exponential, and logarithmic functions. College Algebra is the first course in the college mathematics curriculum for mathematics and science majors and a general education requirement for most students. Success in college level mathematics courses begins with a good understanding of algebra and the goal of this course is to help the student develop that understanding. Many other programs recommend College Algebra or its level of competence for continued study leading to a related field. KRSN MAT1010 Prerequisite: Satisfactory placement score or a ?C? or better in Intermediate Algebra or satisfactory placement score. (See Placement Matrix)
MA1175: College Algebra with Review
Credits 5College Algebra involves the study of functions, graphing and solving problems using polynomial, rational, radical, exponential, and logarithmic functions. College Algebra is the first course in the college mathematics curriculum for mathematics and science majors and a general education requirement for most students. Success in college level mathematics courses begins with a good understanding of algebra and the goal of this course is to help the student develop that understanding. This course also includes review of foundational topics needed for the standard College Algebra outcomes. Many other programs recommend College Algebra or its level of competence for continued study leading to a related field.
MA1183: Trigonometry
Credits 3A study moving from triangular to analytical trigonometry. The course further serves as necessary background for the calculus sequence in mathematics and for a study of physics. For each unit of credit, a minimum of three hours per week with one of the hours for class and two hours for studying/preparation outside of class is expected.
MA1203: Technical Mathematics
Credits 3This course is for students in industrial technology programs. Students will develop the mathematical skills necessary to be successful in these programs. Topics include basic algebraic operations, complex equations, graphs of linear equations, systems of equations, quadratic equations, plane geometry, angular measurements, angular geometric principles, triangles, congruent and similar figures, polygons, circles, areas of common polygons, circles, sectors, segments and ellipse, prisms and cylinders: volumes, surface area, and weights, pyramids and cones: volumes, surface areas, and weights, spheres and composite figures: volumes, surface areas, and weights, introduction to trigonometric functions, trigonometric functions with right triangles, practical applications with right triangles, practical applications with right triangles, and vectors.
MA2103: Elementary Statistics
Credits 3This course will introduce students to many of the important concepts and procedures needed
to interpret uses of statistics in the media, at home or at work and to use data to make decisions.
The emphasis will be on performing statistical procedures and interpreting the results to draw
conclusions. The course covers methods of descriptive statistics, probability theory, and
inferential statistics, including confidence intervals, hypothesis testing, and linear
regression.
EduKan course number: MA205
MA2304: Business Calculus
Credits 4This course is an introduction to calculus and the methods of calculus, with applications to business, economics, the social and behavioral sciences, life sciences as an ecology, health, agricultural and other fields. For the non-mathematics majors needing some skills of calculus.
MA2605: Analytic Geometry/Calculus I
Credits 5Calculus is the study of variables and functions with emphasis on the changing, dynamic properties of relationships that can be described mathematically. This course is to provide students majoring in mathematics, science, computer programming, engineering, and many non-science fields an opportunity to begin a study of analysis. The tools of calculus including differentiation and integration of functions are studied and used in geometric and various applied problems.
MA2615: Analytic Geometry/Calculus II
Credits 5This course is a continuation of MA 2605 in which the tools of single variable differential and
integral calculus are further developed. Applications of these mathematical tools are investigated. Polar coordinates and vectors in two dimensions are studies. Infinite series, including Taylor's Theorem, are also presented.
MA2625: Calculus III
Credits 5This course is a continuation of MA2615 in which the tools of differential and integral calculus
are further developed. Study includes two and three dimensional vectors, vector functions, partial
differentiation, multiple integration and line integrals.
MA2903: Differential Equations
Credits 3A differential equation is an equation that contains derivatives or differentials of one or more functions. In this course, we will study Ordinary Differential Equations; that is, differential equations in which the unknown factor in the equation depends upon only one independent variable. We will consider First Order Differential Equations, Higher Order Differential Equations, Linear Differential Equations (both Homogeneous and Non-Homogeneous), Laplace Transforms, Inverse Laplace Transforms, Solutions by Infinite Series, and Solutions to Linear Systems of Differential Equations, with many applications. This course is designed for those majoring in Mathematics, Mathematical Sciences and Engineering.