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Q1) Consider the numerical 20 questions game. In this game, player 1 thinks of a number in the range 1 to n. Player 2 has to figure out this number by asking the fewest number of true/false questions. Assume that nobody cheats.
(a). What is an optimal strategy if n in known?
(b). What is a good strategy is n is not known?
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If the Edwards production plan for the next period includes 1000 units of component 1 and 800 units of component 2, how many units of each component (C1, C2) should be ordered from each supplier (S1, S2, S3)?
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