Appellate Advocacy is a writing intensive course designed to teach the different components of appellate brief writing, as well as effective appellate oral advocacy. One or two case problems (depending upon the particular professor) are assigned throughout the semester, modeled after actual court cases. Students will be taught how to master the facts of a case, the rule of law applicable to the particular legal problem, and the policy underpinning the rule of law. Paramount goals of the course include professionalism and instructing students on clear, persuasive, organized, and strategic written and oral communication skills necessary for effective legal advocacy. While AA focuses on the appellate practice setting, the written and oral advocacy skills students will acquire are applicable to all settings of legal practice. Grading will be based on one or two appellate briefs, oral arguments, meaningful class participation and other assignments. This course cannot be taken for an S/U grade.

Through the legal residency class, students reflect upon, and internalize, the legal and professional skills developed through their legal residencies. Students: establish learning goals for the semester; apply attorney-client confidentiality and privilege concepts; submit weekly time sheets; write regular reflections regarding their experiences; participate in discussion forums and workshops on professionalism topics; engage in self-evaluation; and complete a final reflective project.

Analysis and applications of algebraic and transcendental functions, with special emphasis on exponential, logarithmic, and trigonometric functions. Graphical analysis. Written projects are required on some or all of the following topics: rates of change, optimization, logarithmic or exponential modeling, and trigonometric functions. Intended for students planning to take MATH 425. Prereq: MATH 302 or equivalent. Not offered for credit if credit is received for MATH 424 or MATH 425.

Functions, sets and their use in mathematical models in business, economics and finance, including probability, linear systems and mathematics of finance; basic concepts of differential calculus and relevant applications.