Upper Division Mat Elective

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Courses For Mathematics Majors

Courses For Mathematics Majors

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Courses numbered 1000 2999 are referred to as lower division those numbered 3000 4999 are upper division and those numbered 5000 and above are graduate level.

Upper division mat elective.

All first baccalaureate students are required to have a minimum aggregate gpa of 2 0 in their upper division ge courses areas r s v. Additional upper division electives from the approved list 12 units please note the number of units for each course. 6 units of upper division accounting electives not including acctg 325 or 326 acctg. Ba 360 or mis 301.

Students in the b s. Term 2 a 13 19 credit hours critical course signified by. Upper division electives on advisement. Stat 119 or econ 201 ba 300 310 323 350 370.

C and global awareness g and historical awareness h course s. Upper division elective or mat 484. All courses are identified by numbers composed of four digits. Cr nc grades are not acceptable in courses required for the mathematics major or minor program.

At least 12 units including 6 upper division units for this minor must be completed at sfsu. Computer science majors may substitute 3 hours of an approved upper division mathematics elective. To declare a minor in mathematics obtain advice or seek approval of substitutions for course requirements students should consult their academic advisor and the undergraduate advisor of record for the department of mathematics. The only exception being mimg 100l 3 units 11 units of additional upper division elective course work will be accepted.

You must take at least three courses for a minimum of 12 units. Computer science engineering track suggestions. If you have any questions regarding the minor in mathematics please contact dr. Complete 9 units of upper division general education explorations and a total of 120 units for the degree.

Select your career interest area and play me asu. Many upper division related area courses have prerequisites that can be completed as electives in earlier terms.

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