Prerequisite Courses for the Major, Mathematics

A.A. Degree, General

Prerequisite Courses for the Major, Mathematics
Subplan Code: MAT-MATH
CIP: 1192401010

The Associate in Arts (A.A.) degree is designed for transfer to an upper-division public college or university in the State of Florida. Students will complete the A.A. General degree, including common program prerequisites for their program of choice.

The following sample courses are listed for illustrative purposes only, are based on the State of Florida common prerequisites manual and university transfer counseling manuals, and are subject to change without warning. Many universities have unique additional requirements for entry to the major. Students must work with Student Affairs advisors, counselors or specialists to make sure required courses are taken and entry requirements are met for the college/university program of their choice.

All students must consult with their Student Affairs advisors to ensure that their degree programs contain the appropriate courses and prerequisites for their selected baccalaureate degree program.

Students may also refer to the online A.A. Transfer Evaluation through www.FACTS.org for more information on their transfer program of choice.

Sample Courses
Completion of the A.A. General degree to include the following prerequisite courses for the major:
Recommended:
COP1000	Principles of Computer Programming This course covers the basic concepts of computer programming. Students use a structured approach to program/algorithm design and learn logic techniques such as iteration, initialization, conditional processing, accumulation and sequencing. Also considered are programming style and program efficiency. Logic techniques and data formats are illustrated using high level programming languages. This class utilizes classroom lecture and hands-on programming exercises. A working knowledge of the Windows PC including starting programs, saving files and copying files is required. Lab fee required.	3
MAC2311	Analytic Geometry and Calculus I This is a first course in analytic geometry and the theory and application of calculus. Selected topics include a review of functions, limits and continuity, the derivative, differentiation of algebraic and transcendental functions and their inverses, the Mean Value and Intermediate Value Theorems, extrema and graph sketching, area and the definite integral, anti-differentiation and the Fundamental Theorem of Calculus and integration of transcendental functions and their inverses. The graphing calculator will be used throughout the course. Students should ask the instructor which calculator will be used. This course partially satisfies the mathematics requirement of S.B.E. 6A-10.030.	5
MAC2312	Analytic Geometry and Calculus II This course is a continuation of MAC 2311. Selected topics include conics, translation and rotation of axes, techniques of integration, arc length and other applications of the definite integral, polar coordinates, indeterminate forms and improper integrals, infinite sequences and series and Taylor's Formula. The graphing calculator will be used throughout the course. Students should ask the instructor which calculator will be used. This course partially satisfies the mathematics requirement of S.B.E. 6A-10.030.	5
MAC2313	Analytic Geometry and Calculus III This course is a continuation of MAC 2312. Selected topics include parametric equations, vectors in the plane and 3-space, directional derivatives and curvature, quadric surfaces, cylindrical and spherical coordinates, differential calculus of functions of two and three variables and multiple integration. A graphing calculator and a computer algebra system will be used throughout the course. Students should ask the instructor which calculator will be used. This course partially satisfies the mathematics requirement of S.B.E. 6A-10.030.	4
MAP2302	Elementary Differential Equations This is a first course in ordinary differential equations with applications including boundary value problems, methods of solution of first order differential equations and the solution of higher order linear equations by methods which may include undetermined coefficients, operators, variation of parameters, Laplace transforms and series solutions. The graphing calculator and a computer algebra system will be used throughout the course. Students should ask the instructor which calculator will be used. This course partially satisfies the mathematics requirement of S.B.E. 6A-10.030.	3
PHY2048C	Physics with Calculus I This physics course is designed for science, engineering and mathematics majors. Topics studied are kinematics, mechanics and applications of mechanics. Lab is included. Lab fee required.	4
PHY2049C	Physics with Calculus II This physics course is designed for science, engineering and mathematics majors. Topics studied include electricity, magnetism and topics of electromagnetism. Lab fee required.	4