Problem 2. Two independent ice cream vendors own stands at either end of a 4 mile...
Problem 2. Two independent ice cream vendors own stands at either end of a 4 mile long beach. Everyday there are 400 beach-goers who come to the beach and distribute themselves uniformly along the water. Every beach-goer wants exactly one ice cream during the day, and values the ice cream from both stands at $10. All of the beach-goers would rather be sunbathing or in the water, so they have a disutility to walking on the beach of $0.25 per...
Problem 2. Two independent ice cream vendors own stands at either end of a 4 mile long beach. Everyday there are 400 beach-goers who come to the beach and distribute themselves uniformly along the water. Every beach-goer wants exactly one ice cream during the day, and values the ice cream from both stands at $10. All of the beach-goers would rather be sunbathing or in the water, so they have a disutility to walking on the beach of $0.25 per...