Robert Alford                        70

DeMarcus Van Dyke              73

Jalen Collins                           73

Devonte Johnson                    73

Akeem King                           73

Sharrod Neasman                   72

Robenson Therezie                 69

Brian Poole                             69

Damian Parms                        74

Jonathan Babineaux                74

Derrick Shelby                        74

Vic Beasley Jr.                        74

Adrian Clayborn                     75

Nordly Capi                            75

Malliciah Goodman                76

Brandon Williams                   77

Ra'Shede Hageman                 78

Grady Jarrett                           72

Cory Johnson                          75

Joey Mbu                                75

Tyson Jackson                        76

Patrick DiMarco                     73

Andy Levitre                           74

Michael Huey                        76

Ben Garland                            77

Paul Worrilow                        72

Will Ratelle                            71

LaRoy Reynolds                     73

Deion Jones                            73

Philip Wheeler                        74

1. Using StatCrunch, using the same data file, NFL Players 2016.  You are to use the function “Sample” under Data to generate a second(different) random sample of 30 players and their respective heights.  Print this list, label as Part 2 and attach to this sheet2
2. Assume you do notknow the population standard deviation, find the 95% confidence interval for your sample mean.   [___________________,________________________]
3. Suppose population mean is 74, would that value fall within your confidence interval?    ______   What percent of the time might it NOT fall within your confidence interval? _______%
4. Suppose the null hypothesis is that the mean is 74, and the alternative hypothesis is that it is NOT equal to 74

State the null hypothesis                        H₀:  

State the alternative hypothesis             H_a:  

5.Use appropriate hypothesis test to accept or reject the null hypothesis at alpha = .01

What test did you use? __________________ Enter your test statistic: ___________Roughly sketch the appropriate curve and label with your critical values and your test statistic:

6. Circle one:       Insufficient evidence to reject the null hypothesis          Reject the null hypothesis

Why is DNA replication called a semi-conservative mechanism?

What is the difference between the leading and the hesitant (lagging) thread in DNA replication, and why must a leading and a lagging thread be formed?

What are the origin site, topoisomerase/gyrase, and primer respectively
connection with the replication?

What function does helicase (DnaB) and DNA polymerase III have
replication?

What do DNA polymerase I and ligase contribute to?

•Suppose two consumers can choose to contribute or free-ride on a public good that can clean up the air.

•To monetarize the benefit, if a consumer contributes to the public good, it generates 50% of the amount the consumer pay.

•For example, if $100 is contributed, the consumer can get back a benefit of $150.

•As the public good is non-exclusive, the benefit is evenly share between the two consumers.

•Form a game matrix and determine the Nash.

1. Define Gross Domestic Product (GDP) and discuss how it is used as a measure of living standard and the limitations of its use.

2. What other indicators (list at least 3) can be used to supplement GDP as a measure of welfare?  

3. What is the difference between a final good and an intermediate good ?

4. Why some countries grow faster that others?

5. Discuss the factors that contribute to economic growth.

Consider the emotional intelligence principles and strategies and answer the questions below.

1. What is the relationship between an emotionally intelligent workforce and the achievement of workplace goals and objectives? (minimum 100 words)

2. Discuss at least two (2) emotional intelligence strategies a leader can utilise to role model and encourage others to contribute to a positive work climate (or build effective workplace relationships) (minimum 100 words)

a. On August 1, 2020, the following were the account balances of Sheffield Repair Services.

During August, the following summary transactions were completed.

Enter the August 1 balances in the ledger accounts.

Journalize the August transactions. (Credit account titles are automatically indented when the amount is entered. Do not indent manually. Record journal entries in the order presented in the problem.)

Post to the ledger accounts.

Prepare a trial balance at August 31.

b. Adjustment data:

Journalize and post adjusting entries. (Credit account titles are automatically indented when the amount is entered. Do not indent manually.)

\Prepare an adjusted trial balance.

Prepare an income statement for August.

Prepare an owner’s equity statement for August.

Prepare a classified balance sheet at August 31. (List Current Assets in order of liquidity.)

Journalize the closing entries. (Credit account titles are automatically indented when the amount is entered. Do not indent manually.)

Post closing entries and complete the closing process. (For accounts that have zero ending balance, the entry should be the balance date and zero for the amount. Post entries in the order of journal entries presented.)

Prepare a post-closing trial balance at August 31.

You are the manager of a theater. At present, the theater charges the same admission price of $8 to all customers, regardless of age. You propose a two-tier pricing scheme: $5 for children under the age of 12 and $10 for adults. You tell your supervisor that your proposal is likely to increase revenue. "What must be true about the price elasticity of demand if your proposal is to achieve its goal of raising revenue?

1) Explain the concepts of cross-price elastic of demand, using one of the examples in the table above. What does a positive or negative value indicate? When doing elasticity of demand what is the sign always for a normal good?

2)Explain the concepts of income elasticity using one of the items in the table above. What does a positive value indicate? What about a negative value indicate?

3) When the price of Bob’s Coffee House increased by 8 percent, the quantity demanded of Alex’s Coffee House increased by 10 percent. What would be the cross- price elastic of demand between Bob’s & Alex’s coffee? What is the relationship between these two goods (are they compliments?)

4) Suppose the current price of oil is $90 a barrel and the quantity supplied is 800 million barrels per day. If the price elasticity of supply for oil in the short run is estimated at 0.5, use the midpoint formula to calculate the percentage change in quantity supplied when the price of oil rises to $98 a barrel.

Suppose you work at a local state hospital. In 2015, the infectious disease department of the hospital was operating at max capacity. Your supervisor has given you the job of presenting to the hospital leadership board about the number of patients who contracted infections while at 30 different hospitals in your state in 2015. The board will use your findings to make informed decisions about possible expansion of the infectious disease department. You will review the data, create visuals for the data, and create a presentation for the hospital leadership board to help with the decision.

The president of Doerman Distributors, Inc., believes that 26% of the firm's orders come from first-time customers. A simple random sample of 100 orders will be used to estimate the proportion of first-time customers. p=0.26

1. What is the probability that the sample proportion will be between .12 and .40 (to 4 decimals)?

2. What is the probability that the sample proportion will be between .17 and .35 (to 4 decimals)?

The Red Hen company is launching its new food for sale in supermarkets throughout Michigan. The sales department is convinced that its spicy chicken soup will be a great success. The marketing department is considering an intensive advertising campaign. The advertising campaign will cost $2,000,000 and if successful produce $9,600,000 in added revenue. If the campaign is less successful (25% chance), the added revenue is estimated at only $3,600,000. If no advertising is used, the revenue is estimated at $7,000,000 with probability 0.7 if customers are receptive and $3,000,000 with probability 0.3 if they are not.

Question 1. Write an equation to calculate the expected value for each decision as a function of the probability that the major advertising campaign will be effective (p)?