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Course Criteria
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3.00 Credits
Hours and credits to be arranged Prerequisite: Departmental permission.
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4.00 Credits
4 hours; 2 credits This course examines the usual topics in a college algebra course including quadratic, exponential, and logarithmic functions, including discussion of their domain, range, graphs and applications; and arithmetic and geometric series and the applications to finance, including simple annuities. Also included are brief discussions of the tangent line and indeterminate forms. Prerequisite: Placement or completion of CSTM 0120 or FSPM 0121.
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3.00 Credits
3 hours; 3 credits This course contains elementary mathematics concepts useful in finance, including sigma notation, geometric sums, compound interest simple annuities, general annuities, perpetuities, elementary probability theory, and an introduction to life annuities. Prerequisite: Mathematics placement.
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4.00 Credits
4 hours; 3 credits This course integrates material from pre-calculus with introductory topics from applied calculus, including a detailed study of functions, limits and continuity, the circle, tangent lines, rates of change, differentiation of algebraic functions, matrices, and linear systems of equations. Applications from economics and finance will be included and the use of the TI 89/92 calculator as well as Excel will be required. (Not open to students who completed MTH 2000, 2001, 2205, 2206, 2207, 2610, or 2030 or any course at the 3000 level or above.) Prerequisite: Completion of MTH 1030 or placement via Baruch Mathematics Placement Exam or departmental permission.
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4.00 Credits
4 hours; 4 credits This course is designed for the arts and sciences student who wants to sample the intellectual breadth of mathematics. Topics are chosen that are representative of the following fields: number theory, infinity in mathematics, geometry and topology, modern physics, computer arithmetic, set theory, the history of mathematics, probability and statistics, and graph theory. Applications of the ideas discussed are presented wherever feasible. Some possible topics include primality, the nature and representation of numbers, the Euclidean algorithm, numerical approximation, geometric sequences and series, cardinality, the bridges of Koenigsberg problem, projective geometry, non-Euclidean geometry, relativity, binary arithmetic, symbolic logic, the life of a selected mathematician, games of chance, misusing data, planar graphs, and network analysis. (MTH 2160 is not recommended for students whose major requires a statistics course or another math course. It does not meet the BBA base curriculum math requirement.) Prerequisite: Placement via Baruch Mathematics Placement Exam or completion of CSTM 0120.
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4.00 Credits
4 hours; 3 credits This course will include the first and second derivative tests, optimization, including Lagrange multipliers, exponential and logarithmic functions, Riemann sums, areas antiderivatives, and business applications. This course is not open to students who have completed MTH 2201, 2206, 2207, or 2610. Prerequisite: MTH 2003.
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4.00 Credits
4 hours; 4 credits This course contains all the calculus in MTH 2206 and includes the matrix algebra found in MTH 2001. Topics to be discussed include algebra of matrices; inverses; linear systems of equations; Gaussian elimination; intuitive and geometric definitions of the limit; derivatives of algebraic, exponential, and logarithmic functions; optimization problems; related rates; and curve sketching. It is recommended that students who intend to pursue further studies in mathematics register for MTH 2610 or 2630. (Not open to students who have completed MTH 2003, 2011, 2201, 2205, 2206, 2610, or 2630.) Prerequisite: Placement or completion of MTH 2000, 2001, or the equivalent.
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3.00 Credits
3 hours; 3 credits This course covers various mathematics concepts relating to computer and information systems, including logic, truth tables, and logical arguments; Boolean algebras, Boolean functions, and elementary switching theory; mathematical induction, permutations, combinations, and binomial coefficients; matrix arithmetic and inversion and Gauss-Jordan reduction; and elementary concepts of graph theory. (Not open to students who have completed MTH 2300 or any mathematics course numbered 4100 or above.) Prerequisite: Placement via Baruch Mathematics Placement Exam or departmental permission.
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4.00 Credits
4 hours; 4 credits Topics to be discussed include functions, inequalities, limits, derivatives of functions, applications to geometry and elementary economic analysis, theory of maxima and minima, antiderivatives, integration of functions, applications to geometry, and fundamental theorem of calculus. (A student may receive credit for only one of the following six courses: MTH 2011, 2201, 2205, 2206, 2207, 2610, or 2630.) Prerequisite: Mathematics placement or a grade of B or better in MTH 2001 or 2003.
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5.00 Credits
5 hours; 5 credits Topics to be discussed include elements of plane analytic geometry; vectors in the plane and their properties; limits, derivatives, and integrals of functions of one variable; polynomial, rational, trigonometric, exponential, and logarithmic functions; theory of maxima and minima; and techniques of integration. (A student may receive credit for only one of the following six courses: MTH 2011, 2201, 2205, 2206, 2207, 2610, or 2630.) Prerequisites: MTH 2000 or 2001 and departmental permission.
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