This program will provide a solid understanding of differential and integral calculus. On completion of the program, the students should be able to apply calculus concepts to a variety of problems. In addition, the program provides a foundation to linear algebra and its applications. Finally, on completion of the program, the students should gain a solid foundation in more advanced mathematical topics such as either discrete mathematics or vector calculus.
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- Demonstrate a solid understanding of differential, integral and multivariable calculus, and be able to apply these concepts to a variety of problems.
- Demonstrate a solid understanding of vector calculus and linear algebra and be able to apply these concepts to a variety of problems.
- Be able to think analytically and critically and to formulate problems, solve them, and interpret their solutions.
- Communicate effectively in writing the solution to a mathematical problem.
Minor in Mathematics
Plans of Study