18 courses with the subject MA, each shown exactly as we captured it from the college's catalog, with every element we hold. Where the wording looks broken, that is our reading of the catalog, not the college's text.
A course designed to raise the level of competency and proficiency in mathematics necessary for success in the general education mathematics program. The credit will not count toward General Education requirements but can apply as a free elective toward degree completion. Prerequisites: Placement score SAT or ACT scores, and/or high school mathematics background.
A course covers real numbers, inequalities, absolute value, functional notation, linear functions, quadratic functions, polynomial functions, rational and radical functions, logarithmic functions, exponential functions. Prerequisites: A satisfactory score on placement examination and SAT or ACT score, or satisfactory completion of MA 111A.
A course covering linear equations, matrices, linear programming, sets, probability, and statistics. Prerequisites: completion of MA 111B or SAT or ACT.
Exponential and logarithmic functions, composition of functions, and inverse functions, trigonometric functions, trigonometric identities, the trigonometric form of complex numbers, DeMoivre’s theorem, and polar coordinates are covered. Prerequisites: completion of MA 111B or SAT or ACT. 160
Introduction to the mathematics discipline for majors. Topics include career paths and opportunities in the field of mathematics, success skills for the major field of study, and a survey of program facilities and procedures related to research, study and graduation, and interactions with upper division students and faculty. This course is required for majors. Prerequisite: None.
A course designed primarily for computer science students. Topics include production to matrix theory, combinatorial, probability, game theory, Boolean algebra, and graph theory/networks. (Same as CS 172) Prerequisite: consent of the instructor.
A presentation of the concepts and applications of analytical geometry and differential and integral calculus, including polynomials and trigonometric functions, limits, derivatives, and an introduction to the definite integral. Prerequisites: MA 130 or the consent of the instructor, based on high-school background and satisfactory performance on the SAT, ACT.
A presentation of the concepts and applications of differential and integral calculus, including applications of integration, differentiation and integration of the transcendental functions, integration techniques, indeterminate forms, and plane curves. Prerequisite: MA 221.
A presentation of the concepts and applications of infinite series and multivariate calculus, including vectors, functions of several variables, partial derivatives, multiple integral, and vector calculus. Prerequisite: MA 222.
A presentation of the mathematical theory of probability and the concepts and methods of descriptive and inferential statistics, with the utilization of the computer in the analysis of data. Prerequisite: MA 222.
A study of systems of linear equations, vector spaces, linear transformations and their representation by matrices and the algebra of polynomials over a field. Prerequisite: MA 221 or consent of instructor.
A study of Euclidean and non-Euclidean geometries. Prerequisite: MA 221 or consent of instructor.
A study of methods of solution and application of ordinary differential equations. 161
A study of the basic concepts of abstract algebra, including set theory, groups, rings, integral domains, and fields. Prerequisite: MA 221 or consent of instructor.
A course covering the calculus of functions of a single real variable, with a unified treatment of the theory of convergence as applied to sequences, functions, infinite series, and integrals. Prerequisite: MA 223.
A course covering advanced topics in mathematics, including applied mathematics, complex analysis, or applied statistics. Prerequisite: MA 223 or consent of instructor.
A seminar that provides enrichment in various mathematical areas and serves as an introduction to research. Prerequisite: senior mathematics major.
This course involves studying advanced mathematical topics under the guidance of a faculty member and writing a paper. It is open to students who have demonstrated a high degree of academic ability and self-motivation for independent reading and research.
Source: Bennett College's catalog, linked per course · table learning_unit · CourseShelf publish 61
