The Department of Mathematics

The Mathematics Department at York College is committed to building a foundation of mathematics literacy and preparation for many career options. Whether your post-grad goals are graduate school or entering the workforce, you can rest assured that you will be well prepared .

A Bachelor of Arts in Mathematics provides significant career options including:

• Teaching
• Computer Science
• Analyzing Data
• Industry/Engineering
• Finance
• Market Research
• Inventory Strategies

Aside from graduate studies in mathematics, other advanced study options include:

• Research
• Education
• Programming
• Robotics
• Management
• Information Technology
• Aerospace Engineering (NASA)

 ​If you have questions about the Mathematics Department, or would like to schedule a tour of the program, please contact Mr. Mark Miller, M.S., Chair of the Department of Mathematics.

Meet Our Faculty

Mr. C. Mark Miller
Chair of the Mathematics Department
Associate Professor of Mathematics

"My pedagogy hinges on the empowering applicability of mathematics in modern life. As technology permeates all aspects of society, mathematical concepts and reasoning are coming more and more to the forefront of daily life and decision-making. Success in one's professional life requires communication and reasoning with colleagues and clients on quantitative matters, frequently regarding money. Even graduates in non-technical disciplines soon face decisions on car loans, home mortgages, and 401k's--milieus in which mathematics enables individuals to turn information into actionable knowledge."

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Mrs. Elicia Davenport
Adjunct Instructor of Mathematics

Mr. Todd Sheldon
Adjunct Instructor of Mathematics

Courses

Some of the courses you may take include:

 

• Basic Math Skills with Algebra
• Mathematics for Educators
• Intermediate Algebra
• Math in the Real World
• Functions and Modeling
• College Algebra
• Trigonometry
• Abstract Algebra
• Analysis
• Linear Algebra

• Pre-Calculus
• Discrete Mathematics
• College Geometry
• Analytic Geometry and Calculus I
• Elements of Statistics
• Analytic Geometry and Calculus II
• Introduction to Mathematical Thought
• Probability and Statistics
• Analytic Geometry and Calculus III
• Differential Equations

Program Learning Outcomes

1. The learner will demonstrate the skills necessary to enter mathematics-related careers and graduate programs.
2. The learner will exhibit baccalaureate-level proficiency in differential and integral calculus, statistics, probability, linear algebra, abstract algebra, real analysis, topology, differential equations, logic, set theory, and number theory.
3. The learner will show proficiency in the art and meaning of mathematical communication, especially as exhibited through the construction and interpretation of mathematical proofs. 

Learn More About the Math Department

Schedule Your Campus Visit