dolution

dolution.

Sanders agreed in writing to write, direct, and produce a motion picture on the subject of lithography (a method for printing using stone or metal) for the Tamarind Lithography Workshop. After the completion of this film, Four Stones for Kanemitsu, litigation arose concerning the parties’ rights and obligations under their agreement. Tamarind and Sanders resolved this dispute by a written settlement agreement that provided for Tamarind to give Sanders a screen credit stating: “A Film by Terry Sanders.” Tamarind did not comply with this agreement and failed to include the agreed-upon screen credit for Sanders. Sanders sued Tamarind seeking damages for breach of the settlement agreement and specific performance to compel Tamarind’s compliance with its obligation to provide the screen credit.

a. What arguments would support Sanders’s claim for specific performance in addition to damages?

b. What arguments would support Tamarind’s claim that Sanders was not entitled to specific performance in addition to damages?

c. Which side’s arguments are most convincing? Explain.

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At the “Berman” dental clinic Dr. Verban is the only doctor who provides dental service to the patients. Patients arrive at this dental facility to be examined and cleaning of their teeth once a year. The arrival rate of dental patients at the dental office is at the rate of 4 per hour following a Poisson distribution. Dr. Verban’s dental service is exponentially distributed at a rate of 7 per hour. (Enter your answers in the edit fields — only numeric values. Enter all responses with four decimal places).

a) What is the utilization rate of the system (in percentage format, example- 33.3333)? Blank 1. Calculate the answer by read surrounding text. %

b) What is the average number of patients waiting to be served? Blank 2. Calculate the answer by read surrounding text.

c) What is the average number of patients in this dental system? Blank 3. Calculate the answer by read surrounding text.

d) How long must the average patients wait until he/she gets served (in minutes)? Blank 4. Calculate the answer by read surrounding text.

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Two hotels are considering a location along a newly constructed highway through the desert. The highway is 500 km long with an exit every 50 km (including both ends). The hotels may choose to locate at any exit. These will be the only hotels for any traveler using the highway. Each traveler has their own most preferred location along the highway (at some exit) for a hotel, and will choose to go to the hotel closest to that location.Travelers’ most preferred locations are distributed evenly, so that each exit has the same number of travelers who prefer that exit. If both hotels are at the same distance form a traveler’s preferred location, then that traveler flips a coin to determine which hotel to stay at. A hotel would each like to maximize the number of travelers who stay at it

Which pairs of locations form Nash equilibria?

(This is a 3 part question but we have 1 question per so the other two was If Hotel 1 locates at the 100 km exit, where should Hotel 2 locate? Given Hotel 2’s location you just found, where would Hotel 1 prefer to locate? i also post other two so if you answer only this one it will very much appreciated )

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Rates of Returns of Stocks Stocks may be categorized by sectors. Go to the book’s website to obtain the data file 11_3_17 using the file format of your choice for the version of the text you are using. The data represent the one-year rate of return (in percent) for a sample of consumer cyclical stocks and industrial stocks for the period December, 2013, through November, 2014. Note: Consumer cyclical stocks include names such as Starbucks and Home Depot. Industrial stocks include names such as 3M and FedEx.

(a) Draw side-by-side boxplots of one-year rate of return by sector. Does there appear to be a difference in the one-year rate of return for these two sectors?

(b) Explain why the methods of this section may be used to test whether the mean rate of return for the two sectors differ.

(c) Test whether the mean one-year rate of return for consumer cyclical stocks is different from that of industrial stocks at the  level of significance.

(d) Construct a 95% confidence interval for the mean difference in rate of return between industrial stocks and consumer cyclical stocks. Interpret the interval.

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