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A solid grasp of the mathematical topics most useful for college students in science and engineering: maps, equations, derivatives and integrals. A basic grasp of these physics topics: mechanics, circuits and waves, and osc. Confidence when adopting a formal approach to studying math & physics. The skill to use these ideas in many technical contexts.
Prepare for basic algebra classes by reviewing maps, formulas, derivatives, integration and metric geometry. Learn the theoretical and computing basics for using optimization effectively. Master alternative formulations and the key concepts underlying these solutions techniques. Learn to build and solve optimization challenges via practical tasks.
Mathematical thinking differs from math doing math —not quite so math is often shown in school school sys. The secret to school math is learning to think inside-the-box. By contrast, a key feature of math thinking is to think outside-the-box —a useful skill today world. This class aims to build that essential mindset.
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Evaluate numeric expressions to compute values related to linear modules. Construct a QR factorization of a matrix and use it to solve linear equation sets. Apply matrix algebra & linear transforms to solve and study problems in graphics & finance. Introduction to Logical Reasoning
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