The following table shows exchange rates between three different currencies: Currency:..........in US$........per US$ UK Pound...........1.50.............0.667 Polish Zloty........ 0.20..............5.00 Japanese Yen.....0.01...........100.0 Vladmir is currently in Warsaws airport, about to fly to Tokyo. He has 5000 Polish Zloty in his wallet. Using the exchange rates above, which of the following comes closest to the number of Japanese Yen hell receive?

		20,000 Yen
		5,000 Yen
		100,000 Yen
		500 Yen
		1,000 Yen
		None of the Above

Using the following table containing exchange rates, answer the following question. Currency:..........in US$.........per US$ UK Pound............1.5.............0.6777 Polish Zloty........ 0.20........... 5.000 Japanese Yen.....0.01............100.00 Suppose that today a Big Mac costs $3.00 in the U.S. and 2.0 Pounds in the UK. Using the exchange rates above, what conclusion can be reached with regard to purchasing power parity (PPP)?

		PPP Holds
		PPP does not hold, and Big Macs are relatively cheap in the UK
		PPP does not hold, and Big Macs are relatively expensive in the UK
		None of the Above

This question is a variant of the Sport Hotel example that was presented in class, in the class notes, and in the Real Option chapter. The original problem stated that in the first year, costs would total $1m. In Year 2, costs would be $2m. In year 3, costs would be $2m for a total of $5m. The change to consider is this: suppose that the value of the hotel is one of two values: $9.5 million if the city is successful in obtaining the franchise (and not $8 million as in the original problem) or $3.3 if the city is not successful in obtaining the franchise (and not $2 million as in the original problem). All other aspects of the problem are the same as originally presented, such as the costs per year. Assume that the probability of obtaining the franchise is 50%. Incorporating these new hotel values from above, and the real option, what is the new NPV of the project?

		$1.4m
		$4.5m
		$2.25m
		$1.75m