Charles Dana Hall
Telephone: (203) 576-4174
Fax: (203) 576-4051
Curriculum and Program Requirements
The Bachelor of Science in Mathematics is a program in mathematics and its applications. It provides the student with the fundamentals of major areas of mathematics, as well as exposure to one or more cognate areas in which mathematics is applied. The program provides the background for further study of mathematics and cognate areas in which mathematics plays a key role. Employment opportunities have traditionally existed in industry, technology, and in financial, actuarial, and educational institutions.
A minimum cumulative GPA of 2.5 is required and a “C” or better is required in all math courses. The program requires 36 semester hours in mathematics and 12 semester hours in physics and 6 semester hours in computer science, some of which can serve to satisfy general education requirements. The program also requires 12 credit hours in a quantitative area of concentration. Choices for a concentration include courses from science, engineering, economics and finance, and the social sciences. Suggested electives include PHIL 104 - Logic and Scientific Method , HIST 232 - History of Science and PHIL 213 - Philosophy of Science , all of which can serve to satisfy general education requirements.
Mathematics Minor
The minor in mathematics requires MATH 110 , MATH 112 , MATH 215 and at least two courses at the 200 level or higher, with the exception of MATH 203 . Students must maintain a “C” or better in all math courses.
The following year-by-year course displays are to be regarded as illustrative of a typical program leading to the Bachelor of Science degree in mathematics with a total of 120 semester hours required for graduation.
Learning Outcomes
Students with a B.S. in Mathematics will 1) have learned fundamental knowledge of Mathematics and be prepared to pursue graduate study in mathematics; 2) have well-developed quantitative and analytical skills; 3) be able to use skills in mathematical reasoning and critical thinking to understand and analyze phenomena of nature, modern science and society; 4) be able to make inferences from data and to communicate, prove and justify their findings; 5) be prepared for various qualifying examinations such as the Graduate Record Examination (GRE) and PRAXIS.
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