Question: Problem 5. Let T be a WLD game tree and assume that every time Louise has a decision to make in T she has exactly

Problem 5. Let T be a WLD game tree and assume that every time Louise has a decision to make in T she has exactly two options, and also assume that none of Richard's choices can bring the game to a terminal position (so Louise is the only one who ever moves to a terminal node). Let ( be the number of nodes marked L and let n be the total number of nodes. Prove that n = 31 if Louise makes a choice at the root node, and otherwise n = 31+1
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