At a Glance: program details
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Location:
- Additional Program Fee: Yes
- Second Language Requirement: Yes
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Math Intensity:
Substantial
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Initial Math Course:
MAT 270 - Calculus w/Analytic Geometry I
Required Courses (Major Map)
Major Map on-campus archive
eAdvisor Tracking Tool
Program Description
Math is the science of problem-solving. Students in the BA degree program in mathematics apply the critical thinking and problem-solving skills they learn to many endeavors. Students complete courses that provide a strong mathematics background, and liberal arts requirements, including a foreign language.
In addition to reviewing the guidelines in the Concurrent Program Options section below, students interested in pursuing concurrent or second baccalaureate degrees in The College of Liberal Arts and Sciences are advised to visit The College's website for more information and requirements.
Admission Requirements
All students are required to meet general university admission requirements.
Freshman
Transfer
International
Readmission
Transfer Options
ASU is committed to helping students thrive by offering tools that allow personalization of the transfer path to ASU. Students may use the Transfer Map search to outline a list of recommended courses to take prior to transfer.
ASU has transfer partnerships in Arizona and across the country to create a simplified transfer experience for students. These pathway programs include exclusive benefits, tools and resources, and help students save time and money in their college journey. Students may learn more about these programs by visiting the admission site: https://admission.asu.edu/transfer/pathway-programs.
Change of Major Requirements
A current ASU student has no additional requirements for changing majors.
Students should refer to https://changingmajors.asu.edu for information about how to change a major to this program.
Career Outlook
The Bachelor of Arts program in mathematics is a fantastic option for students interested in where and how math fits on the broad spectrum of human endeavor.
A Bachelor of Arts degree in mathematics can be the springboard for many different careers in fields such as business management, computer engineering, education, financial analysis, health care, law, medical science, teaching and technology.
Example Careers
Students who complete this degree program may be prepared for the following careers. Advanced degrees or certifications may be required for academic or clinical positions. Career examples include but are not limited to:
Clinical Research Coordinators
- Growth: 4.8%
- Median Salary*: 144440
Financial and Investment Analysts
- Growth: 7.6%
- Median Salary*: 95080
Financial Quantitative Analysts
- Growth: 6.1%
- Median Salary*: 73810
Secondary School Teachers, Except Special and Career/Technical Education
- Growth: 1%
- Median Salary*: 62360
Mathematicians
- Growth: 2.2%
- Median Salary*: 112110
Middle School Teachers, Except Special and Career/Technical Education
- Growth: 0.8%
- Median Salary*: 61810
Financial Risk Specialists
- Growth: 8.2%
- Median Salary*: 102120
Statisticians
- Growth: 31.6%
- Median Salary*: 98920
* Data obtained from the Occupational Information Network (O*NET) under sponsorship of the U.S. Department of Labor/Employment and Training Administration (USDOL/ETA).
Global Opportunities
Global Experience
Each of the more than 300 Global Education program options provides an opportunity for students to develop a valuable skill set that can give them an advantage in their career, as well as personal enrichment.
Whether in a foreign country, in the U.S. or online, students are encouraged to build communication skills, challenged to adapt and persevere, and exposed to differences across the world, and they enhance their ability to work with diverse groups of people. Graduates who possess heightened cultural competency and leadership and critical thinking skills acquired through study abroad may stand out in a competitive job market.
Program Contact Information
If you have questions related to admission, please click here to request information and an admission specialist will reach out to you directly.
For questions regarding faculty or courses, please use the contact information below.
Concurrent degree programs are specially designed academic programs which provide high-achieving undergraduate students the opportunity to complete two distinct but complementary bachelor degrees at the same time. Students must meet minimum admissions standards for both programs and be accepted individually by both colleges offering the concurrent program.
Students pursuing concurrent degrees earn two distinct degrees and receive two diplomas. ASU offers students two ways to earn concurrent degrees: by choosing a predetermined combination or creating their own combination. Predetermined combinations have a single admissions application and one easy to follow major map. To add a concurrent degree to your existing degree, work with your academic advisor. Either way, concurrent degrees allow students to pursue their own personal or professional interests.
Accelerated bachelor's and master's degree programs are designed for high-achieving undergraduate students who want the opportunity to combine undergraduate coursework with graduate coursework to accelerate completion of their master's degree. These programs feature the same high-quality curriculum taught by ASU's world-renowned faculty.
ASU students may accelerate their studies by earning a bachelor's and a master's degree in as little as five years (for some programs) or by earning a bachelor's degree in 2.5 or 3 years.
Accelerated bachelor's and master's degree programs are designed for high-achieving undergraduate students who want the opportunity to combine undergraduate coursework with graduate coursework to accelerate completion of their master's degree. These programs, featuring the same high-quality curriculum taught by ASU's world-renowned faculty, allow students to obtain both a bachelor's and a master's degree in as little as five years.
Accelerated bachelor's degree programs allow students to choose either a 2.5- or a 3-year path while participating in the same high-quality educational experience of a 4-year option. Students can opt to fast-track their studies after acceptance into a participating program by connecting with their academic advisor.
This is only the first required math course. This program may contain additional math courses; See Major Map for details.
The level of intensity represents a measure of the number and academic rigor of math courses required.
The level of intensity represents a measure of the number and academic rigor of math courses required. Courses included in the General level: MAT 142
The level of intensity represents a measure of the number and academic rigor of math courses required. Courses included in the Moderate level: MAT 117, MAT 119, MAT 170, MAT 210, SOS 101, CPI 200
The level of intensity represents a measure of the number and academic rigor of math courses required. Courses included in the Substantial level: MAT 251, MAT 265. MAT 266, MAT 267, MAT 270, MAT 271, MAT 272, MAT 274, MAT 275
A rolling deadline means that applications will continue to be reviewed on a regular basis until the semester begins. International students should be mindful of visa deadlines to ensure there is time to produce necessary visa documents. Applicants are encouraged to complete and submit application materials as soon as possible for consideration.
A final deadline means that all applications and application materials must be received by Graduate Admissions by the deadline date. Applications that are incomplete may not be considered after the final deadline. Applications that are submitted past the final deadline may not be considered.
A priority deadline means that applications submitted and completed before the priority deadline will receive priority consideration. Applications submitted after the priority deadlines will be reviewed in the order in which they were completed and on a space available basis. An application is complete after all materials are received by Graduate Admissions.