Name___________________________________

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

1. 1) The probability that an employee at a company eats lunch at the company cafeteria is 1) 0.32. The probability that an employee is female is 0.62. The probability than an
   employee eats lunch at the employee cafeteria and is female is 0.21. What is the
   probability that a randomly chosen employee either eats at the cafeteria or is female?

2. 2) In a recent article it was reported that 27.3% of all college students party during 2) weekdays, and 67% of these students plan on going to graduate school. What is the probability that a randomly-selected student party during weekdays and plans on
   going to graduate school?

3. 3) There are five men and four women working on a project. To handle one particular 3) aspect of the project, a subcommittee needs to be formed. In the interest of balance, it is decided that the subcommittee will consist of two men and two women. How many combinations of this subcommittee are possible?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
A student has access to professor evaluations. Overall, he has enjoyed 70% of all classes he has taken. He finds that of the courses he has enjoyed, 13% were taught by professors with poor evaluations. 84% of the courses he has taken were taught by professors with good evaluations.

4) What is the probability that the class was taught by a professor with good evaluations 4) and that the student enjoyed the class?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
In a recent survey about US policy in Iraq, 62 % of the respondents said that they support US policy in Iraq. Females comprised 53% of the sample, and of the females, 46% supported US policy in Iraq. A person is selected at random.

5. 5) What is the probability that the person we select is female and supports U.S. policy in 5) Iraq?

6. 6) Are the events "does not support U.S, policy in Iraq" and "female" statistically 6) independent? Why or why not?

7. 7) Suppose we select a supporter of US policy in Iraq, what is the probability that the 7) person we select is female?

8. 8) Suppose we select a person who does not support US policy in Iraq, what is the 8) probability that the person is male?

1

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
James' Surfboard Shop makes surfboards by hand. The number of surfboards that James makes during a week depends on the wave conditions. James has estimated the following probabilities for surfboard production for the next week.

Number of Surfboards 5 6 7 8 9 10 Probability 0.13 0.22 0.31 0.17 0.13 0.04

Let A be the event that James produces more than seven surfboards. Let B be the event that James produces exactly six surfboards.

9. 9) What is the probability of event A? 9)

10. 10) What is the probability of the complement of A? 10)

11. 11) What is the probability of the intersection of events A and B ? Why? 11)

12. 12) Are events A and B collectively exhaustive? Why? 12)

13. 13) The probability that a new small business closes before the end of its first year is 42%. 13) In addition, 37% of all new businesses are started by women. The probability that a
    new business is either owned by a woman or goes out of business is 62%. Your sister
    starts a new business. What is the probability her business will still open at the end of

    the first year?

14. 14) In a survey of top executives, it was found that 17% had traveled internationally 14) on business. The probability of one of these executives fluently speaking a foreign
    language was found to be 10%. The probability that one of these executives neither
    spoke a foreign language nor had traveled internationally was 0.81. What is the

    probability that an executive who speaks a foreign language has traveled internationally?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
Consider a sample space defined by events A1, A2, B 1, B2. Let P (A1) = 0.40 , P (B 1 ! A1) = 0.60 and P (B 1 ! A2) = 0.70

15) What is P(A2)?
16) What is P(A1 "B1)? 17) What is P(A1 "B2)? 18) What is P(A2 "B1)?

15) 16) 17) 18)

Thanks, please show all work!

The minimum word count for any assignment is 2000-2500 words unless it is mentioned otherwise in the assignment instructions or task by task. You could lose marks if you write 10% more or less than this.

Assignments will be reviewed only if they are completed with all the tasks/questions. Please do not send each task/question separately.

All documents will be checked for plagiarism. Any report found to be plagiarised for more than 15% would be rejected immediately.

Make sure to insert correct in-text citations when drafting an assignment and a list of references as per the Harvard Referencing Style is to be provided at the end of the whole assignment. (Not end of each task)

All assignments will be sent for review and until the assignment status shows “Completed”, kindly keep checking for feedback and do the needful accordingly.

Assignments should be saved as: Programme Name _ (Candidate Full Name) _ (Candidate Code)_(Unit Abbreviation). i.e. MBA_ John Smith_00123456_ ABRM

Answer only one part from all of the questions below:

Question 1

1. Discuss the concept of corporate reporting, its importance and the characteristics of good corporate reporting. Also, explain the concept of integrated reporting.

Question 2:

1. Critically discuss financial reporting and analysis. And explain the following:

* The GAAP ( Generally Accepted Accounting Principles)
* The IFRS ( International Financial Reporting Standards)

please I want it to step by step and in word posted so I can read them.

Q:

If the average realized return of a portfolio is 27.5% per year, the standard deviation of returns is 50%, the portfolio beta is 1.25, the average return of Treasury bills over the same period is 2.5% per year, and the average return on the market is 12.5% per year

Calculate i) the Sharpe; ii) Treynor and iii) Jensen    

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
Data were collected on the number of people entering an electronics store each hour. The data are presented below.

23 35 42 28 29 17 38 21 49 52 46 37 25 49 37 25 28 13 29 43

1) Construct a stem-and-leaf display of the data. 1) 2) Construct a frequency distribution of the data. 2) 3) Construct cumulative frequency and cumulative percent distributions of the data. 3)

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
The police lieutenant in charge of the traffic division has reviewed the number of traffic citations issued per day by each of the 10 police officers in his division. The data were: 13, 21, 12, 34, 31, 13, 22, 26, 25, and 23.

4) What is the standard deviation for the number of citations issued per day?

5) What is the interquartile range for the number of citations issued per day?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION: The annual percentage returns on two stocks over a 7-year period were as follows:

4) 5)

6) 7)

Stock A: 4.01% 14.31% 19.01% -14.69% -26.49% Stock B: 6.51% 4.41% 3.81% 6.91% 8.01%

6) Compare the means of these two population distribution.

8.01% 5.81%

5.81% 5.11%

7) Compare the standard deviations of these two population distributions.

8) Compute an appropriate measure of dispersion for both stocks to measure the risk of 8)

these investment opportunities. Which stock is more volatile?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
The following numbers represent the distance, in miles, that randomly selected ten employees of a firm must travel each way to work from home: 6.5, 14.8, 18.6, 6.5, 17.4, 12.3, 1.9, 12.9, 11.1, and 8.0.

9) Calculate the mean number of miles driven by the ten employees. 9) 10) The standard deviation of the number of miles driven by the ten employees is: 10)

1

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
In a recent survey, 12 students at a local university were asked approximately how many hours per week they spend on the Internet. Their responses were: 13, 0, 5, 8, 22, 7, 3, 0, 15, 12, 13, and 17.

11) What is the coefficient of variation for this data? 11)

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
A small accounting office is trying to determine its staffing needs for the coming tax season. The manager has collected the following data: 46, 27, 79, 57, 99, 75, 48, 89, and 85. These values represent the number of returns the office completed each year over the entire nine years it has been doing tax returns.

12. 12) For this data, what is the mean number of tax returns completed each year? 12)

13. 13) For this data, what is the median number of tax returns completed each year? 13)

14. 14) For this data, what is the variance of the number of tax returns completed each year? 14)

15. 15) For this data, what is the interquartile for the number of tax returns completed each 15) year?

16. 16) For this data, what is the coefficient of variation for the number of tax returns 16) completed each year?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
Consider the following (x, y) sample data: (53, 37), (34, 26), (10, 29), (63, 55), (28, 36), (58, 48), (28, 41), (50, 42), (39, 21), and (35, 46).

17. 17) Calculate the correlation coefficient sample data. 17)

18. 18) A company produces flashlight batteries with a mean lifetime of 5,200 hours and a 18) standard deviation of 100 hours.
    a. Find the z-score for a battery which lasts only 5,100 hours
    b. Find the z-score for a battery which lasts 5,300 hours

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
The data presented below were collected on the amount of time, in hours; it takes an employee, to process an order at a local plumbing wholesaler.

2.8 5.5

4.9 0.5 13.2 14.2 8.9 3.7 15.2 10.2 1.1 14.2 7.8 4.5 10.9 8.8

19. 19) Construct a stem-and-leaf display of the data.

20. 20) Construct a frequency distribution of the data.

11.2 13.4 18.2 17.1

19) 20)

21) Consider the following sample data: 153, 178, 203, 410, 310, 231, 190, and 225. Compute 21)

the mean and median. Is the distribution of these numbers skewed to the right, skewed to the left or symmetric? Why?

2

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION:
Production records for an automobile manufacturer show the following figures for production per shift (maximum production is 720 cars per shift):

693 716 630 706 693 672 699 635 552 708 693 702 708 661 682 705 707 693 696 669 693 684 713 704 672 708

22. 22) Would the mode be a useful summary statistic for these data? Why? 22)

23. 23) Find the median. 23)

24. 24) Find the mean. 24)

25. 25) What does the relation between the mean and median indicate about the shape of the 25) data?

26. 26) For a particular sample of 50 scores on a statistics exam, the following results were 26) obtained:

    Mean = 78 Median = 80 Mode = 84 Range = 52 First quartile = 68 Third quartile = 94 Standard deviation = 11

    What score was earned by more students than any other score? Why?

THE NEXT QUESTIONS ARE BASED ON THE FOLLOWING INFORMATION: Calculate the following sample observations on fracture strength:
128, 131, 142, 168, 87, 93, 105, 114, 96, and 98.

27. 27) Calculate and interpret the value of the sample mean 27)

28. 28) Calculate and interpret the value of the sample standard deviation, 28)

29. 29) Use the following data to construct a box-and-whiskers plot. Find the minimum value, 29) median, first quartile, third quartile, and maximum value.

    18 27 34 52 54 59 61 68 78 82 85 87 91 93 100

30. 30) Calculate the location of the 25th, 50th, and 75th percentile and their values, using the 30) following data:

    0 0 5 7 8 9 12 14 22 33

Please show all work thanks        

Per the Oregon Secretary of State website: A trademark is any word, phrase, symbol, design or combination thereof that identifies and distinguishes one source of goods or services from another. A trademark is used to help establish and protect intellectual property rights, including a business name. 2 The goal of this Part is to see if we can conclude if more than 80% of active registered trademarks in the state of Oregon are from Oregon based entities. The data file can be found in Moodle under the “Data Sets” portion of the “Misc” section. It is named Trademarks 1.1 Getting Started 1.1.1 Motivating Question In 1.1, we will try to answer the question: What procedures should be used given the goal in the Introduction for Part 1? 1.1.2 Parameter 1) Describe, in context, the parameter of interest. 2) Describe, in context, the statistic of interest. 3) Give the value of the statistic. Round to two decimal places. 1.1.3 Procedures 1) Based on your answers to problems 1)-3) in 1.1.2, which procedures are appropriate to use and why? 2) For each procedure listed in problem 1), what is its purpose? 1.1.4 Wrap-Up 1) Answer the motivating question in 1.1.1

Data Set: 46021,2016,4,SALEM,OR,97301 46035,2016,4,PORTLAND,OR,97219 46074,2016,4,NAPLES,FL,34110 46154,2016,4,CORVALLIS,OR,97339 46212,2016,4,PORTLAND,OR,97205 46216,2016,4,MCMINNVILLE,OR,97128 46219,2016,4,BRECKENRIDGE,CO,80424 46239,2016,4,TIGARD,OR,97223 46247,2016,4,SEATTLE,WA,98112 46254,2016,4,EUGENE,OR,97402 46256,2017,3,PORTLAND,OR,97225 46261,2017,3,SHERWOOD,OR,97140 46298,2017,3,MEDFORD,OR,97501 46303,2017,3,MOLALLA,OR,97038 46329,2017,3,REDMOND,OR,97756 46370,2017,3,HILLSBORO,OR,97124 46389,2017,3,EUGENE,OR,97440 46406,2017,3,PORTLAND,OR,97209 46487,2017,3,WEST LINN,OR,97068 46533,2017,3,PORTLAND,OR,97205 46648,2017,3,HEBO,OR,97122 46688,2017,3,BEND,OR,97702 46691,2017,3,WILSONVILLE,OR,97070 46723,2017,3,PORTLAND,OR,97214 46724,2017,3,CHICAGO,IL,60646 46814,2017,3,PORTLAND,OR,97214 46834,2017,3,GRANTS PASS,OR,97526 46840,2017,3,SEATTLE,WA,98104 46842,2017,3,PORTLAND,OR,97214 46873,2017,3,PORTLAND,OR,97214 46914,2017,3,PORTLAND,OR,97201 46942,2017,3,SEATTLE,WA,98101 46951,2017,3,LAKE OSWEGO,OR,97034 47039,2017,3,SHERWOOD,OR,97140 47073,2018,2,PORTLAND,OR,97239 47108,2018,2,BEAVERTON,OR,97007 47149,2018,2,SEATTLE,WA,98104 47204,2018,2,DALLAS,TX,75201 47210,2018,2,PORTLAND,OR,97204 47222,2018,2,PORTLAND,OR,97201 47223,2018,2,NEOTSU,OR,97364 47274,2018,2,CLACKAMAS,OR,97015 47285,2018,2,JACKSONVILLE,OR,97530-1570 47366,2018,2,PORTLAND,OR,97205 47434,2018,2,IRVINE,CA,92612 47480,2018,2,CENTRAL POINT,OR,97502 50022,2018,2,SALEM,OR,97308 50061,2018,2,MILWAUKIE,OR,97222 50084,2018,2,PORTLAND,OR,97221 50086,2018,2,PORTLAND,OR,97221 50097,2018,2,PORTLAND,OR,97232 50138,2018,2,DENVER,CO,80216 50167,2018,2,PORTLAND,OR,97210 50227,2019,1,PORTLAND,OR,97227 50238,2019,1,NEOTSU,OR,97364 50303,2019,1,PORTLAND,OR,97204 50306,2019,1,WOODBURN,OR,97071 50310,2019,1,PORTLAND,OR,97201 50319,2019,1,STAMFORD,CT,06905-5619 50334,2019,1,IRVINE,CA,92612 50344,2019,1,COOS BAY,OR,97420 50363,2019,1,ATLANTA,GA,30326 50369,2019,1,SALEM,OR,97301 50441,2019,1,LOS ANGELES,CA,90067 50448,2019,1,CYNWYD,PA,19004 50471,2019,1,ST. LOUIS,MO,63105-3433 50479,2019,1,CLACKAMAS,OR,97015 50529,2019,1,KLAMATH FALLS,OR,97603 50564,2019,1,SALEM,OR,97301 50585,2019,1,NEW YORK,NY,10017 50659,2019,1,TROUTDALE,OR,97060 50705,2019,1,PORTLAND,OR,97470 50726,2019,1,BELLEVUE,WA,98005 50744,2019,1,REDMOND,OR,97756 50804,2020,0,PORTLAND,OR,97204

4.      Create a memo in Word. Comment on the trend shown in question 1 above.  During the first 5 days, was the euro rising or falling? And during those 10 days?                

5.    Most of your exports to the US belong to the model 600 RTM. The experience shows that, if the price of this product rises over 78000 dollars, the exported units will be reduced.  If this product is priced in euros, and assuming the trend shown in question 1 continues, what would be the consequences for your company’s exports?           

Q1.    In the table below are the euro-dollar exchange rates for the first ten days of November 2019. The data shows dollar per euro. Draw a line chart that shows the evolution of the euro relative to the dollar. Add a trendline.

                                    USD

            10/11/2019      1,0385

            09/11/2019      1,0443

            08/11/2019      1,0262

            07/11/2019      1,0481

            06/11/2019      1,0385

            05/11/2019      1,0566

            04/11/2019      1,0384

            03/11/2019      1,0301

            02/11/2019      1,0139

            01/11/2019      1,0019

Develop a 700-word report including the following calculations and using the information to determine whether the new billing system has reduced the mean bill payment time: Assuming the standard deviation of the payment times for all payments is 4.2 days, construct a 95% confidence interval estimate to determine whether the new billing system was effective. State the interpretation of 95% confidence interval and state whether or not the billing system was effective. Using the 95% confidence interval, can we be 95% confident that µ ≤ 19.5 days? Using the 99% confidence interval, can we be 99% confident that µ ≤ 19.5 days? If the population mean payment time is 19.5 days, what is the probability of observing a sample mean payment time of 65 invoices less than or equal to 18.1077 days?

PayTime Data
22
19
16
18
13
16
29
17
15
23
18
21
16
10
16
22
17
25
15
21
20
16
15
19
18
15
22
16
24
20
17
14
14
19
15
27
12
17
25
13
17
16
13
18
19
18
14
17
17
12
23
24
18
16
16
20
15
24
17
21
15
14
19
26
21

*Please give me step by step instructions on how to complete each step on excel. This is the help I need. I need to create the excel document with these calculations. Thanks!

Evaluation of the AICPA Code of Professional Conduct Provisions

Write a 750-word essay on a principle from the AICPA principles section of the Code of Professional Conduct Provisions. Include the following in your essay:

1) Identify 1 of the 6 principles from the AICPA principles section of the Code of Professional Conduct Provisions.

2) Identify several rules from the rules section and show how they relate to the selected principle.

3) Evaluate the selected principle based on a deontological ethics perspective and a Christian world

Managing uncertainty really comes down to one word and that is volatility. How does a company manage uncertain events that may be (and usually are) out of their control? However, this does not mean that a company is helpless and should sit idly by. There are actions we can take. For example, in Module 02 we discussed Risk Transfer. This represents one way to deal with uncertainty.

For your initial post, discuss two or three ways to manage uncertainty and explain your selection.

In your subsequent post(s), discuss how managing uncertainty may have some unintended consequences such as creating other risks.