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All bachelor's programs in the department build upon a four-course calculus and differential equations foundation and incorporate computational elements. Mathematics and applied mathematics majors must complete additional advanced coursework in analysis and algebra, while statistics degrees mandate further statistics core classes. The applied mathematics curriculum includes a four-course professional core designed to demonstrate mathematical applications across various disciplines. Individual degree paths have specific requirements, including major-related technical electives, with all programs totaling at least 120 credit hours. Graduates will master linear algebra essentials: vector spaces, linear transformations, matrix operations, fundamental subspaces, matrix decompositions, and linear system solutions. They'll develop skills to assess solvability of linear problems and effectively solve linear systems. Students will also grasp core calculus and classical analysis principles: metric spaces, limits, continuity, differentiation, and integration concepts.