Questions
Fraud, Professional Ethics and Auditor Independence

 

  1. Fraud, Professional Ethics and Auditor Independence 

    a) When assessing a client’s integrity, the auditor will consider the client’s willingness to allow the auditor full access to information required to form an opinion and pay a fair amount for the work completed. Explain why.

    b) Mike is a very experienced auditor with unique expertise in the mining industry. As a result, Mike has been the lead audit partner for the audit at BKK Oil for the last seven years. Recently, Mike was approached by the board of BKK with an offer of employment as a director starting in two years’ time. The only condition was that the audit work (for the year ended 30 June 2020) must be finished in six weeks and the independent auditor’s report signed off before 15th August 2020, as the Annual General Meeting (AGM) has been scheduled for early September. Mike is aware that the audit of BKK normally takes at least nine weeks.

    i) Identify and explain TWO possible threats to audit independence.

    ii) Suggest appropriate actions and safeguards that could be put in place to reduce the threat to an acceptable level.

    c) Two months before the end of the financial year, Greenlight Resort terminated the contract of one of its senior sales managers. Her employment was terminated after it was discovered she had worked in collusion with several customers to commit fraud. This included giving special discounts on room rates and event services, and reducing customers’ period of stay and value of other services provided. The manager would then take direct payments from the customers. During the investigation process, it was discovered that the manager was the only one allowed to access the customer database and had authorisation to update prices. For more than two years, the manager had never taken any annual leave.

    i) Identify and explain TWO fraud risk factors.

    ii) Identify TWO key accounts that are potentially affected by the fraud. For each account, identify ONE key assertion that is at risk.

i) Authorisation by the shift supervisor of all overtime hours worked.

ii) Review of overtime payment records by the project manager.

Briefly explain the purpose of each of the above control procedures, and identify whether the procedure recommended is a ‘prevent’ or ‘detect’ control.

c) You are reviewing the test result in relation to accounts receivable at Ryan’s Tools as below:

Test description Conclusion
A number of customers’ credit memos were selected and checked to ensure pricing and discounts have been reviewed and authorised by the sale manager. Four out of 20 memos tested had not been authorised and incorrect discounts were applied in these memos. A follow-up of the four memos with deviations did not highlight a pattern or specific reason for the errors. Accepted as the errors in discount amounts recorded were immaterial.


i) Is the above test a test of controls or a substantive test of details? Explain your answer. What type of procedure did the auditor use?

ii) Determine the key assertion addressed by the test procedure. Suggest ONE alternative testing procedure that can be used to test the assertion identified.

iii) Explain why the conclusion reached is appropriate or inappropriate, and outline the key additional audit procedure that you believe needs to be performed.

In: Accounting

Kushlani Plc is considering changing its capital structure. Currently Kushlani has Rs. 10 million in debt...

Kushlani Plc is considering changing its capital structure. Currently Kushlani has Rs. 10 million in debt at 8% and its stock price is Rs. 40 per share with 1 million shares outstanding. Kushlani is a zero growth firm and pays out all of its earnings as dividends. EBIT is Rs. 14.933 million and tax rate is 35%. Market risk premium is 4% and risk free rate is 6%. Kushlani is considering increasing its debt in capital structure to 30%, 40% or 50% at the interest rate of 8.25%, 8.5% and 9% respectively. Unlevered beta of Kushlani is 1.2.

  1. What are Kushlani’s new beta, cost of equity and WACC if it has 30%, 40% and 50% debt? Determine the optimal capital structure of the Kushlani?

  1. Using a graph show the Cost of Equity of Kushlani at different level of debt and highlight the premium for business risk and financial risk?   

(Please provide detailed answer)

In: Finance

You are Chief Financial Officer of the ABC Corporation. ABC has two divisions, one of which...

You are Chief Financial Officer of the ABC Corporation. ABC has two divisions, one of which distributes alcohol, while the other manufactures bottles for brewers and beverage companies. The company is considering a capacity expansion project in the alcohol distribution division, and the Board of Directors has asked you to provide a financial analysis of the project.

  • The project would require an initial investment of $100 million for a new distribution center. In addition, $20 million in additional working capital would need to be committed to the project. The working capital will be recovered at the end of the project life.

  • The distribution center facilities would be depreciated on a straight-line basis over five years. At the end of five years, you estimate that the center will be sold for $20 million.

  • The distribution center is expected to generate cash revenues of $85 million per year and cash operating costs of $50 million per year in each of the next five years.

  • The corporate tax rate is 40%.

  • The book value of ABC’s assets is $20 billion, while the book value of its outstanding debt is

    $5 billion. ABC’s equity has an estimated beta of 1.2.

  • The expected return on the market portfolio is 15%, while the risk-free rate of return is 5%.

  • ABC could issue new debt at a yield to maturity of 8%.

  • Companies that operate purely in the bottle manufacturing industry have an average beta of 1.5 and an average debt-equity ratio (measured at market value) of one quarter.

  • Companies that operate purely in the alcohol distribution industry have an average beta of 0.5 and an average debt-equity ratio (measured at market value) of two-thirds.

    Based on information above, you are to complete the project analysis to present the Board meeting that is scheduled tomorrow.

  1. a) Calculate the weighted average cost of capital.

  2. b) Calculate the free cash flow of each year for the expansion project.

  3. c) What is the NPV for the project?

In: Finance

# Variable X Variable Y 1 205 1500 2 70 750 3 199 1500 4 151...

#

Variable
X

Variable
Y

1

205

1500

2

70

750

3

199

1500

4

151

1250

5

181

1250

6

217

1250

7

94

1000

8

298

2000

9

135

1000

10

211

1500

11

116

1250

12

72

500

13

82

500

14

206

1500

15

245

2000

16

219

1500

17

63

750

18

200

1500

19

151

1250

20

44

500

What is the significance of the slope. Use a significance level of 0.05

What is the coefficient of determination

In: Statistics and Probability

Create a CodeBlocks project with a main.cpp file. Submit the main.cpp file in Canvas. C++ Language...

Create a CodeBlocks project with a main.cpp file. Submit the main.cpp file in Canvas. C++ Language

A Game store sells many types of gaming consoles. The console brands are Xbox, Nintendo, PlayStation.

A console can have either 16 or 8 gigabytes of memory.

Use can choose the shipping method as either Regular (Cost it $5) or Expedite (Cost is $10)

The price list is given as follows:

Memory size/Brand Xbox Nintendo PlayStation

16 gigabytes 499.99 469.99 409.99

8 gigabytes 419.99 379.99 339.99

Determine the price of a given console dependent on the user inputs. The sales tax is 9.75% for each console.

Validation:

For the brand name, use input can be X for Xbox, N for Nintendo or P for PlayStation in upper letter case only.

For memory size user input can only be 8 or 16.

The input quantity should be 0 or positive, but must not exceed 20.

The shipping method can only be R or E.

If any user input is not correct, display an error message and skip all calculation.

Print the brand name and the quantity in the price calculation, for example with 16 gigabytes:

The item price for (2 x Xbox) is $999.98

All currency amounts should be displayed with 2 digits in decimal fraction.

There is No need to use a loop for repetition.

Here are several separate program sample runs.


Welcome to the Game store.

Enter the brand name of the game console (X for Xbox, N for Nintendo, P for PlayStation): X

Enter the memory size of the game console (8 or 16 gigabytes): 16

Enter quantity to buy: 2

The item price for (2 x Xbox) is $999.98

The sale tax is $ 97.50

Enter shipping method (R for Regular, E for Expedite): R

Shipping cost is $5.00

The total bill is $1102.48

----------------------

In: Computer Science

LIFO Perpetual Inventory The beginning inventory of merchandise at Rhodes Co. and data on purchases and...

LIFO Perpetual Inventory

The beginning inventory of merchandise at Rhodes Co. and data on purchases and sales for a three-month period ending June 30 are as follows:

Date Transaction Number
of Units
Per Unit Total
Apr. 3 Inventory 60 $300 $18,000
8 Purchase 120 360 43,200
11 Sale 80 1,000 80,000
30 Sale 50 1,000 50,000
May 8 Purchase 100 400 40,000
10 Sale 60 1,000 60,000
19 Sale 30 1,000 30,000
28 Purchase 100 440 44,000
June 5 Sale 60 1,050 63,000
16 Sale 80 1,050 84,000
21 Purchase 180 480 86,400
28 Sale 90 1,050 94,500

Required:

1. Record the inventory, purchases, and cost of merchandise sold data in a perpetual inventory record similar to the one illustrated in Exhibit 4, using the last-in, first-out method. Under LIFO, if units are in inventory at two different costs, enter the units with the HIGHER unit cost first in the Cost of Merchandise Sold Unit Cost column and LOWER unit cost first in the Inventory Unit Cost column.

Rhodes Co.
Perpetual Inventory Account
LIFO Method
For the three-months ended June 30
Purchases Cost of Merchandise Sold Inventory
Date Quantity Unit Cost Total Cost Quantity Unit Cost Total Cost Quantity Unit Cost Total Cost
Apr. 3 $ $
Apr. 8 $ $
Apr. 11 $ $
Apr. 30
May 8
May 10
May 19
May 28
June 5
June 16
June 21
June 28
June 30 Balances $ $

2. Determine the total sales, the total cost of merchandise sold, and the gross profit from sales for the period.

Total sales $
Total cost of merchandise sold
Gross profit $

3. Determine the ending inventory cost on June 30.
$

In: Accounting

The beginning inventory of merchandise at Rhodes Co. and data on purchases and sales for a...

The beginning inventory of merchandise at Rhodes Co. and data on purchases and sales for a three-month period ending June 30 are as follows:

Date Transaction Number
of Units
Per Unit Total
Apr. 3 Inventory 60 $375 $22,500
8 Purchase 120 450 54,000
11 Sale 80 1,250 100,000
30 Sale 50 1,250 62,500
May 8 Purchase 100 500 50,000
10 Sale 60 1,250 75,000
19 Sale 30 1,250 37,500
28 Purchase 100 550 55,000
June 5 Sale 60 1,315 78,900
16 Sale 80 1,315 105,200
21 Purchase 180 600 108,000
28 Sale 90 1,315 118,350

Required:

1. Record the inventory, purchases, and cost of merchandise sold data in a perpetual inventory record similar to the one illustrated in Exhibit 4, using the last-in, first-out method. Under LIFO, if units are in inventory at two different costs, enter the units with the HIGHER unit cost first in the Cost of Merchandise Sold Unit Cost column and LOWER unit cost first in the Inventory Unit Cost column.

Rhodes Co.
Perpetual Inventory Account
LIFO Method
For the three-months ended June 30
Purchases Cost of Merchandise Sold Inventory
Date Quantity Unit Cost Total Cost Quantity Unit Cost Total Cost Quantity Unit Cost Total Cost
Apr. 3 $ $
Apr. 8 $ $
Apr. 11 $ $
Apr. 30
May 8
May 10
May 19
May 28
June 5
June 16
June 21
June 28
June 30 Balances $ $

2. Determine the total sales, the total cost of merchandise sold, and the gross profit from sales for the period.

Total sales $
Total cost of merchandise sold
Gross profit $

3. Determine the ending inventory cost on June 30.
$

In: Accounting

Use R to load in the file “data.csv”. Assume that this is a random sample from...

Use R to load in the file “data.csv”. Assume that this is a random sample from some population with mean µ and variance σ 2 .

(a) Plot a histogram of the data.

(b) Compute a 95% confidence interval for the population mean µ using the formula

X ± (S/√ n)tn−1,.975.

(Hint: tn−1,.975 can be computed with qt(.975,df=n-1))

(c) Compute a p-value for the hypothesis H0 : µ = 5 versus HA : µ > 5, based on the test statistic T = X−5 S/√ n .

(Hint: The p-value can be computed using 1-pt(T,df=n-1))

(d) Based on the p-value, do we reject the null hypothesis at α = .01?

(e) What is the smallest significance level α for which we would reject the null?

Data set:

x
1 4.698166
2 4.447565
3 6.841008
4 7.013583
5 3.129358
6 5.147627
7 2.549057
8 4.061032
9 2.482377
10 6.200452
11 3.017356
12 3.54399
13 5.02652
14 5.941181
15 7.012088
16 1.780168
17 4.338341
18 8.932189
19 8.437784
20 8.858227
21 4.750132
22 9.313738
23 4.09576
24 2.746881
25 3.80401
26 9.34906
27 5.87805
28 7.306379
29 7.147015
30 4.489627
31 5.048496
32 3.97515
33 5.325467
34 8.177696
35 6.422605
36 7.81162
37 9.849941
38 9.936086
39 8.045554
40 4.141212
41 5.19843
42 6.439768
43 5.067979
44 3.790223
45 8.642296
46 10.72038
47 5.450084
48 4.960262
49 3.355154
50 4.35933

In: Statistics and Probability

I need the formulas in excel: Thank you You're talking to a friend of yours who...

I need the formulas in excel: Thank you

You're talking to a friend of yours who has student loans of $30,000. She has just graduated and now needs to pay them back with monthy payments at a 4.19% interest rate over the next 10 years.

a. Create a loan amortization table for this loan.
b. If she increases her monthly payment by $100, how much sooner will she have paid off the loan?
loan balance
number of payments
interest rate
monthly payments
Part a. Part b.
Month Amount owed at beginning Payment Amount to Interest Amount to principle Amount owed at end How much sooner will she pay off the loan?
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In: Finance

Using the accompanying Student Grades​ data, construct a scatter chart for midterm versus final exam grades...

Using the accompanying Student Grades​ data, construct a scatter chart for midterm versus final exam grades and add a linear trendline. What is the​ model? If a student scores 70 on the​ midterm, what would you predict her grade on the final exam to​ be?

Student

Midterm

Final Exam

1

7575

6464

2

8585

9090

3

8080

6969

4

8989

8484

5

7676

6161

6

6666

7878

7

7878

7272

8

9494

9494

9

6767

5959

10

9393

8686

11

7979

5353

12

8787

8484

13

8686

5555

14

6262

7373

15

9191

8686

16

7575

8888

17

6969

8181

18

9393

9595

19

7979

7878

20

6161

7070

21

6969

8383

22

7272

7373

23

6262

7474

24

6969

5555

25

7575

9494

26

7171

7878

27

9898

8989

28

5959

5353

29

8383

7777

30

7171

8181

31

7676

6969

32

9595

9797

33

7373

9292

34

7171

8080

35

7373

8282

36

9696

9595

37

7171

6262

38

9090

8383

39

9595

9696

40

8484

8888

41

6161

7373

42

6565

9393

43

9595

8383

44

8282

8888

45

8888

100100

46

9393

9696

47

7777

9191

48

8686

9393

49

9191

7878

50

7575

8383

51

9696

100100

52

7979

7272

53

6161

7878

54

6969

7676

55

8686

9191

56

8989

9494

Student

Midterm

Final Exam

In: Statistics and Probability