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Company A should always choose low investment regardless of Company B's choice.
Company A should choose high investment, anticipating that Company B will choose low investment to maximize its own payoff.
Company A should choose high investment, expecting Company B to also choose high investment, thus ensuring a competitive edge.
Company A should randomly choose between high and low investment to keep Company B uncertain.
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Game Theory and Backward Induction
hard level question
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In a competitive market where two companies, A and B, are deciding whether to invest in a new product line, Company A can either invest heavily (high commitment) or cautiously (low commitment). Company B, observing Company A's decision, will choose a strategy based on that. If Company A invests heavily, Company B can either match that investment or opt for a different strategy. How should Company A decide its strategy using backward induction, considering the potential responses from Company B?
In a competitive game scenario where two players must decide their next move while anticipating each other's responses, which strategy best utilizes backward induction for optimal decision-making?
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