Question: Min-max search is optimal only when both sides play optimally. Explain why min-max is not optimal (MAX player can potentially get higher utility by taking

Min-max search is optimal only when both sides play optimally. Explain

Min-max search is optimal only when both sides play optimally. Explain why min-max is not optimal (MAX player can potentially get higher utility by taking a different move, than the case when both sides play optimally) in such a case. Use the following tree to explain (assume MIN player is not optimal). Hint: show the the result when both are optimal, then show when MIN player is not optimal. Both Optimal MIN not optimal WVVWVWVW Min-max search is optimal only when both sides play optimally. Explain why min-max is not optimal (MAX player can potentially get higher utility by taking a different move, than the case when both sides play optimally) in such a case. Use the following tree to explain (assume MIN player is not optimal). Hint: show the the result when both are optimal, then show when MIN player is not optimal. Both Optimal MIN not optimal WVVWVWVW

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