Schools Graduate School Options After B.A in Math Education

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Acceptance into applied or pure mathematics or applied statistics graduate programs typically requires more than just a B.A. in Mathematics with a standard curriculum. While the foundational courses like Calculus I-III, Linear Algebra, and Abstract Algebra are essential, many programs expect additional advanced coursework. A common recommendation is to complete a two-semester advanced calculus sequence and at least one more advanced course, such as abstract algebra or differential equations. Specific requirements can vary significantly by institution, with some programs also expecting courses in areas like number theory, complex variables, and real analysis. Prospective students should research the specific prerequisites of the programs they are interested in to ensure they meet the necessary qualifications.
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I have a question about grad school prospectus after earning a B.A. in Mathematics (for prospective 5-12 teachers). The B.A. curriculum consists of Calculus I-III (standard three semester sequence), Linear Algebra, College Geometry, Abstract Algebra, Probability and Statistics I-II (two semester sequence), and Mathematical Modeling / Connections. Is there any possibilities of getting accepted into an applied/pure mathematics or applied statistics graduate program on those nine math courses alone? Or does a prospective grad student need a little more advanced math work to go that route? If more advanced undergrad work is needed, what sort of courses would one need to take as a non-degree seeking student? I’m not a math major, but I was thinking a two semester advanced calculus sequence and at least one more advanced math course.

Any thoughts?

Any ideas or thoughts are greatly appreciated.
 
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bare minimum the 2 semester adv calc sequence and 1 more semester of abstract algebra
 
In all honesty it really depends on the school you plan on attending. ice109 is right on the bare minimums for most schools, but you'll undoubtedly need much more than that to get into any respectable program.

At my university the requirements are the obvious calculus sequence, a semester of differential equations, a semester or linear algebra, a semester of abstract algebra, intro to number theory, intro to complex variables and a year of analysis.
 
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