Question: Question 8 (Mandatory) (1 point) Consumer A values Good 1 at $10,000 and Good 2 at $4,000. Consumer B values Good 1 at $8,000 and

 Question 8 (Mandatory) (1 point) Consumer A values Good 1 at$10,000 and Good 2 at $4,000. Consumer B values Good 1 at

Question 8 (Mandatory) (1 point) Consumer A values Good 1 at $10,000 and Good 2 at $4,000. Consumer B values Good 1 at $8,000 and Good 2 at $6,000. Assuming costs are zero. If the monopolist could only sell goods separately, what price would the monopolist charge to maximize revenues for Good 1 O $10,000 $8,000 O $9,000 $4,000 Question 9 (Mandatory) (1 point) Consumer A values Good 1 at $10,000 and Good 2 at $4,000. Consumer B values Good 1 at $8,000 and Good 2 at $6,000. Assuming costs are zero, what is the total profit to the monopolist from selling the goods separately if she cannot tell the two customer types apart? $24,000 $20,000 $16,000 $14,000Question 10 {Mandatory} {1 point} Consumer A values Good 1 at $10,000 and Good 2 at $4,000. |[Zonsumer B values Good 1 at $0,000 and Good 2 at $5,000. Assuming costs are zero, what is the best pricing strategy for the monopolist? At this price, what are her total profits? (":1 Bundle the goods at $10,000; Profits = $20,000 0 Bundle the goods at $18,000; Prots = $30,000 '3:an Bundle the goods at $14,000; Profits - $20,000 I3: :1: Bundle the goods at $0,000; Profits = $10,000

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