##### Discrete Mathematics

One of the most important problems in mathematics is solving linear systems equations. It turns out that such problems often arise in applications of mathematics in physical sciences, social sciences and engineering. In the simplest terms, the world is not linear, but the only problems we know how to solve are linear ones.

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This often means that nonlinear solutions can only be solved by recasting them into linear systems

problems. A comprehensive study of linear systems leads to a rich, formal structure of k analytic geometry and solving systems of linear equations 2×2 and 3×3 learned in previous class.

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It is exactly what the name suggests. Simply put, it is the algebra of linear systems equations. Although you could solve a system of, say, five linear equations involving five unknown, it may not take a finite amount of time. We are developing with linear algebra techniques to solve m linear equations and n unknowns, or show when no solution exists.