several variables, multiple integrals. The laboratory component is designed to reinforce the
lecture component with activities requiring the use of technology in the form of computers with
selective software and graphing utilities. Prerequisite: MATH 232.
MATH 234 (3) Proofs and Mathematical Writing. This course includes topics on introduction
and basic mathematical terminology: statement, definition, theorem, lemma, corollary,
argument, contraposition, hypothesis and conclusion of a theorem, some basic techniques used
in proving a theorem of the form “A implies B”, direct proof, proof by contraposition, special
kinds of theorems: “if and only if” or equivalence theorems, counterexamples, mathematical
induction, existence theorems, uniqueness theorems, equality of sets, non-equality of sets,
introduction to elementary group theory, equality of numbers, composite statements, limits of
functions, continuous functions, differentiability of functions of one variable (using epsilon
definition). Prerequisite: MATH 118.
MATH 241 (3) Calculus I with Laboratory. This course covers functions, limits, continuity,
differentiation, limiting forms, applications, and properties of continuous functions,
analytical geometry, and integration. The laboratory component is designed to reinforce the
lecture component with activities requiring the use of technology in the form of computers with
selected software and graphing utilities. Prerequisite: Placement, or MATH 111 and MATH 112
with a grade of “C” or better or MATH 118 with a grade of “C” or better.
MATH 242 (3) Calculus II with Laboratory. This course covers the applications of the definite
Integral, Logarithmic, Exponential, and Inverse Trigonometric Functions, Techniques and
Further Applications of Integral, Parametric Equations and Polar Coordinates. The laboratory
component is designed to reinforce the lecture component with activities requiring the use of
technology in the form of computers with selected software and graphing utilities. Prerequisite:
MATH 241 or Equivalent with a grade of “C” or better.
MATH 243 (3) Calculus III with Laboratory. This course covers Infinite Sequences and Series,
Tests of Convergence or Divergence, Power Series, Vectors, and the Geometry of Space, Vector
Valued- Functions, Partial Derivatives: Chain Rule, Directional Derivatives, Gradient, Tangent
Planes and Differentials. The laboratory component is designed to reinforce the lecture
component with activities requiring the use of technology in the form of computers with
selected software and graphing utilities. Prerequisite: MATH 242 or Equivalent with a grade of
“C” or better.
MATH 244 (3) Calculus IV with Laboratory. This course is a continuation of functions of
several variables and partial differentiation, multiple integrals, vector calculus and integration in
vector fields. The laboratory component is designed to reinforce the lecture component with
activities requiring the use of technology in the form of computers with selective software and
graphing utilities. Prerequisite: MATH 243 or Equivalent with a grade of “C” or better.
MATH 251 (3) Finite Mathematics. This course focuses on compound statements, sets, and
functions, probability theory, elementary linear algebra, convex sets, finite Markov chains,
continuous probability theory. Prerequisite: MATH 111 or Department approval.
MATH 271 (3) Elementary Statistics. This course introduces students to statistics and covers
topics such as frequency distributions, location measures, variation, symmetry, skewness,
peakedness, index numbers, probability, theoretical distributions, sampling, estimation, tests
of hypotheses, non-parametric tests, linear regression, coefficient of correlation, time series
analysts. Prerequisite: MATH 112.
MATH 301 (3) Elementary School Mathematics. This course is for in-service teachers and
covers counting and numerical concepts, problem solving, equipment, achievement,
examinations, and current topics and issues in teaching mathematics. Prerequisite: MATH 111.