Consider a market with the following demand function: D=60-XP where D is the total demand, P is price, X is a positive constant. Your competitor has a constant marginal cost of 3 and a price of 6. You have a constant marginal cost of 1. You can either play a margin strategy, charging a price of 6 and capturing half of the demand (half of the market share), or play a share strategy, charging a price of 3 and capturing the entire market (100% market share). Discuss the conditions on the parameter X that make the margin or the share strategy more compelling. Hint: Find the value of the parameter X that makes you indifferent between the margin strategy and share strategy.