Multiple Choice
Suppose that 2,000 people are interested in attending ElvisLand. Once a person arrives at ElvisLand, his or her demand for rides is given by x = max{ 5 - p, 0) , where p is the price per ride. There is a constant marginal cost of $2 for providing a ride at ElvisLand. If ElvisLand charges a profit-maximizing two-part tariff, with one price for admission to ElvisLand and another price per ride for those who get in. How much should it charge per ride and how much for admission?
A) $2 per ride and $5 for admission
B) $2 per ride and $4.50 for admission
C) $0 per ride and $3 for admission
D) $0 per ride and $6.50 for admission
E) $5 per ride and $5 for admission
Correct Answer:

Verified
Correct Answer:
Verified
Q9: Suppose that 2,500 people are interested in
Q10: A price-discriminating monopolist sells in two separate
Q11: If a monopolist faces an inverse demand
Q12: If a monopolist faces an inverse demand
Q13: If a monopolist faces an inverse demand
Q15: If a monopolist faces an inverse demand
Q16: A price-discriminating monopolist sells in two separate
Q17: A price-discriminating monopolist sells in two separate
Q18: A price-discriminating monopolist sells in two separate
Q19: Suppose that 1,000 people are interested in