Mathematics (BS) - Nevada State College

Mathematics (BS)

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Degree Requirements

Degree Outcomes

  • Demonstrate proficiency at formulating questions and use appropriate mathematical techniques to solve problems, both inside and outside mathematics;
  • Recognize the need for mathematical rigor, and competently analyze and produce rigorous mathematical arguments;
  • Seek out, understand, and clearly communicate mathematics with professional and non-professional audiences, using technologies as appropriate;
  • Understand the major areas of mathematics with an emphasis on making connections between the disciplines.
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It's as easy as Pi

Do you like working with numbers and solving logical puzzles? If so, the BS in Mathematics is a terrific degree for you. As a math major, you’ll work with our experienced faculty to develop strong analytical abilities and intellectual versatility through a rigorous pursuit of mathematical content. When you graduate, you will have mastered ideas and tools that can be applied to a wide range of practical applications, from science and engineering to marketing and finance. Furthermore, the BS in Mathematics is an excellent choice for students interested graduate school, since Math majors have the highest average scores on entrance exams such as the LSAT (for law schools) and GMAT (for business programs).

PROGRAM HIGHLIGHTS: Math majors complete a special capstone course with a project designed to demonstrate their mathematical skills in an applied project. Math students have attended conferences to present the research in Baltimore, Washington D.C., San Diego, and Seattle. Math majors are invited to participate in the prestigious Putnam Exam (the hardest math test you’ve seen).

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Mean annual salary for statisticians in Nevada (2017 BLS)
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Anticipated growth of all math occupations from 2016 to 2026
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Mean annual salary for actuaries in Nevada (2017 BLS)
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STUDENTS

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ENGAGING CLASSES

Some of the engaging classes you'll take as a math major include:

  • MATH 301 - Introduction to Proofs
  • MATH 314  - History of Mathematics
  • MATH 381  - Discrete Mathematics
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