1. Type 1 subsequent events involve events that existed ___ the balance sheet date. (after, before, between, close to, near, on)

2. Type 1 subsequent events require ___ of the financial statements. (adjustment, consideration, disclosure, documentation, duplication)

3. Type 2 subsequent events come into existence ___ the balance sheet date. (after, before, between, close to, near, on)

4. Type 2 subsequent events occur after the balance sheet date but ___ the completion of fieldwork. (after, close to, near to, prior to, subsequent to)

5. Type 1 subsequent events come into existence due to new ___ becoming available. (auditors, clients, documentation, evidence, judgement)

Identify a company that has a HIGH DEGREE of market power. Specifically identify at least three barriers to entry that helped this company become a near monopoly, AND discuss HOW the company came to acquire these barriers to entry. Discuss the consequences of this near monopoly to potential consumer/business buyers for that company's products, and share your opinions on how you believe this firm could/should be regulated to reduce the dead-weight loss to society that is the consequence of all near monopoly industries. If you wish to discuss the benefits that accrue to consumers/businesses/society as a result of your company's product innovation, community service, etc., please feel free to do so.

10. Suppose that for a certain baseball season, winning percentage, y, and on-base percentage, x, are linearly related by the least squares regression equation: ?̂ = 2.94? − 0.4875. For this baseball season, the lowest on-base percentage was 0.310 and the highest was 0.362. a. Underline the correct choice and fill in the blank in the following statement: As the on-base percentage increases by 5 percent, the predicted winning percentage increases / decreases by__________ b. Would it be a good idea to use this model to predict the winning percentage of a team whose on-base percentage is 0.156? Why or why not? c. Based on this model, what would you expect the winning percentage to be for a team with on-base percentage 0.350?

Problem 2: Speeding in a construction zone Please type the answer. Thank you.

A group of Brigham Young University—Idaho students collected data on the speed of vehicles traveling through a construction zone on a state highway, where the speed was 25 mph. The recorded speed (in mph) of 14 randomly selected vehicles is given below:

20,24,27,28,29,30,32,33,34,36,38,39,40,40

1. Assuming speeds are approximately normally distributed, construct a 95% confidence interval for the true mean speed of drivers in this construction zone. Interpret the interval.
2. Construct a 99% confidence interval for the true mean speed of drivers in this construction zone. Interpret the interval.
3. Compare the widths of the 95% and 99% confidence intervals.
4. What conclusions do you draw about the speeds people drive in this construction zone?

As a developing countries make a transition to market-based economies, one of the first major capital investment is in "western-quality" hotels. Explain why brand-name hotel accommodations are a critical step in attracting foreign investment.

For a water park project, provide the following information.

Project Economies

 Policies

 Organizational Structure

 Marketing Strategy (Market Segmentation/4P’of Marketing)

 Funding Explanation

 Financial Plan

 Contingency Plans

 Survey/Evaluation and Analysis

Explain why you agree or disagree with the following statement.

Companies in the United States often choose to source items from foreign firms due to cost reasons. Some countries that function as manufacturing hubs have lower wage rates or relaxed working regulations which create cost savings that can be passed on to purchasing companies. Another possible explanation for sourcing items from other companies could be manufacturing efficiency. If a necessary component for a product is manufactured near another component then it may make sense to choose to source the component from that country instead of moving the components around and increasing costs.

From Martland (2012) 9.1 A dispute has broken out in a board meeting of a real estate investment firm. Mr. Park advocates developing a site as a parking lot that would require a minimal level of investment, produce revenues of close to $1 million per year, and have an IRR of more than 40%. Mr. Macy prefers a mixed development with several small stores at street level and apartments on the upper levels. He argues that the project will have a NPV of $6 to $10 million, using the company’s hurdle rate of 15%. ‘‘Fine,’’ says Mr. Park, ‘‘but your IRR is still less than 20%, so my project is better.’’ Which project would you support? and why?

You are planning a May camping trip to Denali National Park in Alaska and want to make sure your sleeping bag is warm enough. The average low temperature in the park for May follows a normal distribution with a mean of 32°F and a standard deviation of 8°F.

1.

What is the probability that the low temperature on a given night will be between 22°F and 29°F? Include 4 decimal places in your answer.

2.

What temperature must the sleeping bag be suited such that the temperature will be too cold only 5% of the time?  Include 1 decimal places in your answer.

3.

What is the probability that on a given night the low temperature will be 32°F? Include 4 decimal places in your answer.

A finance team for Holden Hotel Inc. would like to evaluate a set of capital budgeting projects and wants to come up with the best decision according to the project’s IRR and PI. Net investment and net cash flow estimations for both projects are shown in the data table below:

If the minimum required rate of return is 10.80% for both projects, which one of the projects is a better choice to invest in for Holden Hotel Inc.?

Group of answer choices

a. Either project HHH or project BBB

b. Project HHH

c. Neither one of the projects

d. Project BBB