Applied Mathematics Minor

A minor in Applied Mathematics allows students majoring in another discipline to strengthen their general mathematical expertise and analytical skills and attain specific skills related to their major study area.

Student Learning Outcomes:

  • Students will be able to obtain breadth, depth, and computational fluency in differential and integral calculus.
  • Students will be able to obtain a strong foundation for working with linear transformations on vector spaces and be able to apply these concepts to problems in various fields.
  • Students will be able to obtain a mathematical background relevant to their chosen majors.
  • Students will be able to attain specific skills related to their major study area.

About Academic Minors

Farmingdale State College students are invited to enhance their studies with an "Academic Minor." A minor is a cluster of thematically related courses drawn from one or more departments. In addition to department based minors (e.g. computer programming & info systems), interdisciplinary minors are also available (e.g. legal studies).

Academic minors are approved by the College-Wide Curriculum Committee and the Provost. Students must make application for an academic minor through the department offering the minor in conjunction with the Registrar's Office Specific course work must be determined in consultation with a faculty member in the department offering the minor. A statement of successful completion of the academic minor will appear on the student's transcript at the time of graduation.

  • A minor is considered to be an optional supplement to a student's major program of study.
  • Completion of a minor is not a graduation requirement and is subject to the availability of the courses selected. However, if the requirements for a minor are not completed prior to certification of graduation in the major, it will be assumed that the minor has been dropped. Consequently, the student will only be certified for graduation in their primary major.
  • Only students in 4 year baccalaureate programs can apply for a minor.
  • A minor should consist of 15 to 21 credits.
  • At least 12 credits must be in courses at the 200 level or higher.
  • At least 9 credits must be residency credits.
  • Specific requirements for each minor are determined by the department granting the minor. 
  • Students must maintain a minimum cumulative GPA of at least 2.0 in their minor.  Some minors may require a higher GPA.
  • Students are prohibited from declaring a minor in the same discipline as their major (e.g. one cannot combine an applied math minor with an applied math major). Academic minors may not apply to all curricula.
  • Students are permitted to double-count courses.
  • Students are only permitted to take more than one minor with appropriate written approval of their department chair or curriculum Dean.

Admission to Farmingdale State College - State University of New York is based on the qualifications of the applicant without regard to age, sex, marital or military status, race, color, creed, religion, national origin, disability or sexual orientation.

Mathematics | Dr. Worku T. Bitew | mathematics@farmingdale.edu | 934-420-2182

Fall 2025

Subject to revision

Required ( 19-21 credits)
MTH 130 Calculus I with Applications OR
MTH 150 Calculus I 4
MTH 151 Calculus II (4 credits) OR
MTH 236 Calculus II with Applications (3 credits) 3-4
MTH 245 Linear Algebra 3
One Mathematics course 200 or higher level* 3 - 4
Two Mathematics courses 300 or higher level* 6

Curriculum Summary

*Students may not get credit for both MTH 253 and MTH 322

  •  Maintain a minimum cumulative GPA of 2.0 in the minor
  •  Of the credits counted towards the minor, 9 must be residency credits

Total Credits: 19 - 21

Printed on 12/5/25

2350 Broadhollow Road
Farmingdale, NY 11735-1021

934-420-2000

farmingdale.edu

MTH 130 Calculus I with Applications

This is a calculus course for those not majoring in Mathematics. Topics include the derivative, differentiation of algebraic, trigonometric, exponential and logarithmic functions, applications of the derivative and the definite integral. Applications are taken from technology, science, and business. Problem solving is stressed. A graphing calculator is required. Note: Students completing this course will not receive credit for MTH 150. This course may be non-transferable to science programs, such as Engineering Science or Computer Science, at other institutions. Prerequisite(s): MP4 or MTH 117 or 129

MTH 150 Calculus I

This is the first course of the calculus sequence. Topics include limits, continuity, differentiation of functions of one variable, anti-differentiation, introduction to Riemann sums and integration, the fundamental theorem of calculus, and applications of differentiation and integration. Note: Students completing this course may not receive credit for MTH 130. Prerequisite(s): MP4 or MTH 117 or 129

MTH 151 Calculus II

A continuation of Calculus I (MTH 150). Topics include, integration of the transcendental functions, various techniques of integration with applications, improper integrals, sequences and series, power series, and Taylor series. Prerequisite(s): MTH 130 or MTH 150

MTH 236 Calculus II with Applications

A continuation of Calculus I with Applications. Topics include techniques of integration, applications of the definite integral, multivariable calculus, and an introduction to Differential Equations. Applications are taken from technology, science and business. Problem solving is emphasized. A graphing calculator is required. Prerequisite(s): MTH 130 or MTH 150

MTH 245 Linear Algebra

A study of the basic properties of vectors and vector spaces; linear transformations and matrices; matrix representations of transformations; characteristic values and characteristic vectors of linear transformations; similarity of matrices, selected applications. Prerequisite(s): MTH 151 or MTH 236
Last Modified 5/20/25