Suppose Always There Wireless serves 100 high-demand wireless consumers, who each have a monthly demand curve for wireless minutes of QdH = 200 - 100P, and 300 low-demand consumers, who each have a monthly demand curve for wireless minutes of QdL = 100 - 100P, where P is the per-minute price in dollars. The marginal cost is $0.25 per minute. If Always There Wireless charges the highest fixed fee that it can without losing the low-demand consumers, which of the following is the most profitable price per minute?
A. $0.45
B. $0.49
C. $0.53
D. $0.57
B. $0.49
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