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Have you ever heard the phrases, “The possibilities are endless!” and “That’s impossible!”? In mathematics we can actually give those statements an observable meaning. By writing real world problems in terms of algebraic equations we can determine if a solution to a problem exists or not, using such tools as the Multiplication and Addition Method or Solving Linear Systems by Graphing. Upon completion of this pathway you will not only know how to solve a system of linear equations, but will also gain a deeper understanding of what it means for a problem to have one solution, multiple solutions, or no solution.

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