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Econ 525 Practice Final Examination Department of Economics Concordia University Instructor: Ming Li Instructions. Answer all SIX questions. You may refer to all definitions and results given in the lectures. Please clearly state each step of your argument. If you cannot completely solve a problem, you can still obtain partial credits by demonstrating how you would approach it or by making simplifying assumptions that do not turn the problem trivial. 1. (15 points) Prove the Brouwer’s Fixed Point Theorem: Suppose function f : [0, 1] → [0, 1] is continuous. Then, there must exist x ∈ [0, ...
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