A hotel downtown is trying to implement an employee recognition program based on a standardized problem solving test. The company administering the test indicated that the scores are normally distributed with a mean of 82 points, and a variance of 16. The hotel has decided that employees who score in the bottom 7.5% of the test scores will not receive any additional benefits. The manager would like to know:

a. The probability that an employee would score between 70 and 78 points

b. What cutoff score on the test should the hotel use to not give any additional benefits?

Please answer/discuss the following questions?

Assume you are the RM for a newly opened theme park in a major southwestern city. Your guests will consist primarily of families visiting the park, as well as schoolchildren on field trips and church youth groups. Yours is the only such park within 150 miles. Identify at least five non-cost factors you would want to consider as you determine the prices that will be charged for the menu items you will sell. Explain why you selected each factor chosen.

AdventureParks Ltd is evaluating the construction of a new theme park. The theme park would cost $ 495 ​million, but would operate for 20 years. AdvertureParks expects annual cash flows from operating the theme park to be $ 70.6 million and its cost of capital is 12.0 %.

a. Prepare an NPV profile of the purchase.

b. Identify the IRR on the graph.

c. Should AdventureParks go ahead with the​ purchase?

d. How far off could​ AdventureParks' cost of capital estimate be before your purchase decision would​ change?

A Bacon Factory is located in a small town. Also in the town is a Water Park. The smell of the Bacon factory has adversely affected the Water Park such that it has put in air cleaning equipment to eradicate the odor created by the factory.

The cost function of the Bacon Factory is: CBF= B² + 4B^1/2 + (1 − x)²

where B denotes the quantity of bacon produced annually and x denotes the quantity of pollutants that A creates in a given year.

Thus, the Bacon Factory can limit production costs by eliminating its air scrubbers. However, the air pollution increases the costs for the water park W, whose cost function is: C_WP = W² + 2x where W denotes the number of visitors to the Water Park on an annual basis. Suppose that the unit price of admission to the water park is $3 and that the unit price of bacon is $32.5 per unit.

1. Compute the profit maximizing visits (represented by W) created by Firm W (assuming W behaves competitively in the output market). Notice that W does not choose x. Also, compute W’s profits.

2. Suppose now that the two firms B and W merge, creating B&W. The management of B&W now maximizes B&W’s profits by appropriately choosing x, B, and W. Find the quantities of Bacon, Water Park Visits, and pollutants that the new firm produces. Also, find the profits of B&W.

Five Seasons Hotel is a chain with 10 hotels. Strategically, the chain implements a cookie-cutter approach to building and running its hotels, in that all hotels are practically identical. Five Seasons invested $150 million in acquiring the land for all hotels and $500 million in building and furnishing the 10 hotels to a guest-ready stage. Each hotel has 150 rooms. Each room has a rack rate of $200 per night but the hotel gives an average of discount of $30 per night off this base price. Each hotel costs $1 million in materials to run, and is staffed by 58 employees, each paid an average compensation of $50,000 a year. This staffing level implies a certain service level, which together with the rack rate and discount, determines the chain’s average occupancy rate—the percent of available rooms sold—in this approximate way:
Chain-wide average occupancy rate = 0.01 ? number of employees per hotel
? ( 0.0015 ?base Price ) + ( 0.01 ? discount),
subject to a maximum of 100% and minimum of 0% (base Price and discount are expressed in [$]). The company operates 365 nights a year.
1. Draw the ROIC tree and discuss its structure.
2. Use this tree to compute the current ROIC?
3. Reducing the number of employees reduces staffing costs, but it also reduces the occupancy rate when service level drops. What is the ROIC if Five Seasons reduces the number of employees to 50 per hotel?

The structure of the hotel industry

1- Describe the organizational chart of a 68-room, economy class hotel, franchised under a major chain’s logo, which has no food and beverageservice, not even breakfast.
2- Sketch the floor plan of the same hotel described abov

FORECASTING AVAILABILITY AND OVERBOOKING

A- On October 6, a 300-room property had occupancy of 70%. What is forecasted occupancy for October 7 if:
• 10 rooms are put out-of-order at 9am on October 6
• 150 rooms are on reservation
• Registration information indicates 101 rooms will depart today
• The hotel as an historical 6% cancellation rate
• The hotel as an historical 10% no-show rate

B- Assume that a 200-room hotel sold 50% of its rooms last night. Today, we anticipate that 75 rooms will depart. We hold60 6pm reservations and 90 guaranteed reservations. There are no advance deposits. What is the forecasted number of rooms available for sale
C- Assume that a given property has 300 rooms. After accounting for the day's departures and arrivals, 100 roomsremain unsold. Of these 100 rooms available, 50 rooms cannot be sold because they are out-of-inventory. In this case, theforecasted occupancy percentage would be

note : please expert right the answer on a paper to avoid plagorism paper and download it here . thankyou for your help

this is not a marketing class its front office

Demand can be estimated with experimental data, time-series data, or cross-section data. In this case, cross-section data appear in the Excel file. Soft drink consumption in cans per capita per year is related to six-pack price, income per capita, and mean temperature across the 48 contiguous states in the United States.

Given the data, please construct the demand estimation for soft drink consumption in the United States by
(1) a multiple-linear regression equation, and
(2) a log-linear (exponential) regression equation (show Excel please)

by deed, the bland family donated 50 acres of land to the city for the use of a park upon condition that the park be used for whites only and if this ever ceased to be the use, the property would revert back to the family. this provision in the deed is a condtion subsequent. True or False?

4. Jellystone National Park is located 10 minutes away from city A and 20 minutes away from city B. Cities A and B have 200; 000 inhabitants each, and residents in both cities have the same income and preferences for national parks. Assume that the cost for an individual to go to a national park is represented by the cost of the time it takes her to get into the park. Also assume that the cost of time for individuals in cities A and B is $:50 per minute. You observe that each inhabitant of city A goes to Jellystone 10 times a year, while each inhabitant of city B goes only 5 times a year. Assume the following: the only people who go to the park are the residents of cities A and B; the cost of running Jellystone is $1; 500; 000 a year; and the social discount rate is 10%. Also assume that the park lasts forever.

(a) Compute the cost per visit to Jellystone for an inhabitant of each city.

(b) Assuming that those two observations (cost per visit and number of visits per inhabitant of city A, and cost per visit and number of visits per inhabitant of city B) correspond to two points on the same linear individual demand curve for visits to Jellystone, derive that individual demand curve (the cost for the price, and the number of visits for the quantity).

(c) With the individual demand curve from (b), calculate the consumer surplus for an inhabitant in city A and in city B, respectively. (Note that inhabitants in the two cities may not pay the same price.) What is the total consumer surplus of the two cities entire population combined?

(d) The total consumer surplus measures the total bene t of the park to the inhabitants in the two cities. There is a timber developer who wants to buy Jellystone to run his business. He is offering $100 million for the park. Should the park be sold? Show the process you obtain your conclusion.