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This project will require students to apply statistical analysis and calculations to data and analyse the results of these calculations in a business setting. Students must also submit an excel file...

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This project will require students to apply statistical analysis and calculations to data and analyse the results of these calculations in a business setting.
Students must also submit an excel file with their calculations. This file must have formulas in the appropriate cells, and not data entered solutions. No marks will be awarded for written calculations.
Students are to include all parts of the question in their final report. Submit the Excel file in the Excel file upload section, submit the report in the report upload section. The report will be checked in Turnitin for plagiarism, please do not copy someone else’s work nor give your work to others. If plagiarism is detected both parties will be held accountable and appropriate marks will be deducted.
The assignment covers weeks 1 through to 10.
Structure of the assessment
This project will require students to apply statistical analysis and calculations to data and analyse the results of these calculations in a business setting. This assignment is to be presented as a report of no more than 8 pages A4 pages plus the appendices. The report should include all references and resources used in its compilation. All calculations for task 1, 2, 3 and 4 must be performed and presented using MS Excel and Word. The report shall include four sections to represent the four different tasks.
Task 1
Using the Excel data - ‘Sales’ sheet
1. Generate one table and one graph that provides a
eak up of all Sales Revenue by Region and Representative (in rows) and for all products (in the columns). The data presented in the table for each product
epresentative should be shown in dollars. A pivot table/chart is a great tool in Excel to do this. Make sure your graphs and tables look professional.
2. Generate one table that provides a
eak up of all Sales Revenue by Region and Representative (in rows) and for all products (in the columns). The data presented in the table for each product
epresentative should be shown in percentages of the grand total of sales revenue. Percentages should be to two decimal places.
3. Generate separate table for each of the 3 product categories. You will have table for Cricket Balls, a table for Stumps, and a table for Cricket Bats. Each table should include data for each representative within each region, detailing sales in units and revenue in dollars. Make sure your tables look professional.
4. Generate 3 pie charts, one for each of the product categories, detailing the sales for each region as a percentage of the total sales for each product category.
5. Generate 3 pie charts, one for each of the three regions detailing the sales for each representative as a percentage of the total region’s sales.
6. Comment on the data you have created. As the manager of this business, how could you use this data?
Task 2
Using the Excel data - ‘Weight of Tub’ sheet
You are the production manager for Yummy Yoghurt. Your production line produces 750g tubs of yoghurt for sale at supermarkets all over Australia.
Your company has a target that at least 95% of its yoghurt tubs will contain between 745g and 755g grams of yoghurt. Assume the distribution of the weight of yoghurt is normal.
1. Calculate the average and standard deviation of the tubs that have been measured. You should use excel formulas for this.
2. What is the probability that a tub will weigh between 745 and 755 grams?
3. What is the probability that a tub will weigh less than 740 or more than 760 grams?
4. What is the probability of a tub weighing less than 735 grams?
5. What is the probability of a tub weight over 765g grams?
6. Has the company meet their target? What are the consequences of not meeting this target? How can you use this data in your business? (approx. 250 words)
Task 3
Use the Excel Data ‘Hours of Attendance”
Student Services wants to undertake a full analysis of the relationship between class attendance hours during the semester and the Accounting final exam mark.
a) Undertake a full co
elation analysis of the relationship between between class attendance hours during the semester and the Accounting final exam mark
b) Develop the linear regression model of the relationship between the between class attendance hours during the semester and the Accounting final exam mark. Include in the report a full detailed analysis concerning the model that has been fitted to the data.
c) Predict the expected Accounting final exam mark of a student who has attended 44 hours of the 48 scheduled hours of classes this semester.
d) Predict the Accounting final exam mark if a student attended 40 hours.
e) Comment on the reliability of this predicted final exam mark (approx. 50 words)
f) Suggest 3 other factors that may influence the Accounting final exam mark. (approx. 100 words)
Task 4
Using the Census Data and Census Tables available on the Australian Bureau of Statistics abs.gov.au, select a Census Data, Quick Stats and the subu
of your choice (notify teacher as soon as possible of your choice to ensure no duplications).
a) Copy and paste the Frequency Tables for the following variables and Construct appropriate graphs for each of them.
• Marital Status
• Gender
• Age
• Employment – hours worked
• Highest Educational attainment
• Languages spoken other than English
) Using the Frequency Table for Grouped Age, locate the Age groups where Q1, Median and Q3 are located. Highlight the appropriate groups in the data table for each. Give an estimate of each of Q1, Median and Q3 and explain what each of them mean in relation to the Age of the sample.
c) What shape is the data for Age?
d) The data from the Australian Census of 2016 is now available from the Australian Bureau of Statistics. Determine 6 statistical snapshot facts that indicate some of major demographic changes in Australia in recent years. (approx. 400 words)
Answered Same Day Oct 18, 2021

Solution

Pritam answered on Oct 22 2021
128 Votes
Task 1:
1. The table and the graph are given below.
    Sum of Total Revenue
    Column Labels
    
    
    
    Row Labels
    Cricket ball
    Cricket bat
    Stumps
    Grand Total
    Brisbane
    3140
    11000
    7800
    21940
    Do
    2820
    11000
    1040
    14860
    Tilley
    320
    
    6760
    7080
    Melbourne
    10880
    21500
    27000
    59380
    Abaas
    2610
    5625
    4240
    12475
    Farme
    2000
    1500
    7960
    11460
    George
    1260
    10000
    800
    12060
    Kuma
    1860
    2500
    7280
    11640
    Martin
    2550
    
    1000
    3550
    Smythe
    600
    1875
    5720
    8195
    Sydney
    6500
    11375
    7120
    24995
    Howard
    1920
    4250
    1000
    7170
    Singh
    4580
    7125
    6120
    17825
    Grand Total
    20520
    43875
    41920
    106315
2. Sales tables in terms of percentages:
    Sum of Total Revenue
    Column Labels
    
    
    
    Row Labels
    Cricket ball
    Cricket bat
    Stumps
    Grand Total
    Brisbane
    2.95%
    10.35%
    7.34%
    20.64%
    Do
    2.65%
    10.35%
    0.98%
    13.98%
    Tilley
    0.30%
    0.00%
    6.36%
    6.66%
    Melbourne
    10.23%
    20.22%
    25.40%
    55.85%
    Abaas
    2.45%
    5.29%
    3.99%
    11.73%
    Farme
    1.88%
    1.41%
    7.49%
    10.78%
    George
    1.19%
    9.41%
    0.75%
    11.34%
    Kuma
    1.75%
    2.35%
    6.85%
    10.95%
    Martin
    2.40%
    0.00%
    0.94%
    3.34%
    Smythe
    0.56%
    1.76%
    5.38%
    7.71%
    Sydney
    6.11%
    10.70%
    6.70%
    23.51%
    Howard
    1.81%
    4.00%
    0.94%
    6.74%
    Singh
    4.31%
    6.70%
    5.76%
    16.77%
    Grand Total
    19.30%
    41.27%
    39.43%
    100.00%
3. Three different tables based on each category of products:
Table based on the product cricket ball:
    Row Labels
    Sum of Units
    Sum of Total Revenue
    Brisbane
    314
    3140
    Do
    282
    2820
    Tilley
    32
    320
    Melbourne
    1088
    10880
    Abaas
    261
    2610
    Farme
    200
    2000
    George
    126
    1260
    Kuma
    186
    1860
    Martin
    255
    2550
    Smythe
    60
    600
    Sydney
    650
    6500
    Howard
    192
    1920
    Singh
    458
    4580
    Grand Total
    2052
    20520
Table based on the product cricket bat:
    Row Labels
    Sum of Units
    Sum of Total Revenue
    Brisbane
    88
    11000
    Do
    88
    11000
    Melbourne
    172
    21500
    Abaas
    45
    5625
    Farme
    12
    1500
    George
    80
    10000
    Kuma
    20
    2500
    Smythe
    15
    1875
    Sydney
    91
    11375
    Howard
    34
    4250
    Singh
    57
    7125
    Grand Total
    351
    43875
Table based on the product cricket stumps:
    Row Labels
    Sum of Units
    Sum of Total Revenue
    Brisbane
    155
    6200
    Do
    26
    1040
    Tilley
    129
    5160
    Melbourne
    612
    24480
    Abaas
    84
    3360
    Farme
    199
    7960
    George
    20
    800
    Kuma
    141
    5640
    Martin
    25
    1000
    Smythe
    143
    5720
    Sydney
    178
    7120
    Howard
    25
    1000
    Singh
    153
    6120
    Grand Total
    945
    37800
4. Pie chart for each of the product categories across different regions:

5. Pie charts based on Regions and the co
esponding representatives:

6. From the data above it is quite evident that Melbourne has the highest market of sales in terms of any product. Along with that in the greatest representatives in terms of sales are Tilley, Abaas and Singh in the regions, Brisbane, Melbourne, and Sydney respectively. So, the focus could be given in these areas and to the representatives to furnish the business more appropriately.
Task 2: Weight of Tub:
The data given here is assumed to follow the normal distribution and the co
esponding data analysis is based on this assumption solely.
1. The mean and standard deviation of the data are found to be 750.75 gm and 7.17 respectively.
2. The probability that a tub will weigh between 745 and 755 grams is 0.51
3. The probability that a tub will weigh less than 740 or more than 760 grams is 0.17.
4. The probability of a tub weighing less than 735 grams is 0.01
5. The probability of a tub weight over 765g grams is 0.02.
The probability that the yogurt tubs will contain between 745 and 755 grams seems to be around 51% which is moderately high and since it is greater than 50%, and the probability that the tub will weigh less than 735 is also just 1%. We may assume that most of the tubs will weigh between 745 and 755 grams. The consequences of not meeting the target may have some severe effect on the company and the plan. Because if a certain or standard weighing for each yogurt tube is not expected from most of the cases, it is not a good thing for the production and the reputation of the company. The data or rather a sample of the data can be used to estimate the mean weight of the tubs and that is found to be around 750 grams and with a standard deviation of 7.17 which also imply that the spread of the data points around the mean is not quite away from the mean and hence the points may be assumed to be dense near the mean.
Task 3: Hours of attendance:
a) The full co
elation matrix and the visualization along with the regression line is...
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