Outline and describe (with suitable examples) the different types of graphs, charts diagrams and tables used in statistical modelling and reporting.

Student Name Student Number
Unit Code/s & Name/s FNSINC602 Interpret and use financial statistics and tools
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Assessment Name Assessment 1
Assessment Due Date End of Week 5 Assessment Received Date
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General Instructions:
Students should complete a work health and safety check of their study/assessment environment prior to completing the assessment and any hazards addressed appropriately.
The assessment is to be completed using the spaces provided in this assessment paper.
All eight (8) questions must be answered satisfactorily.
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Number of Attempts:
You will receive two (2) attempts for this assessment. Should your 1st attempt be not satisfactory, your teacher will discuss the relevant questions with you and will arrange a 2nd attempt to be scheduled. Should your 2nd attempt not be successful, or you fail to undertake the 2nd attempt, you will be deemed “not satisfactory” for this assessment item. Only one re-assessment attempt may be granted for each assessment item.
Assessment Criteria:
To achieve a satisfactory result, your assessor will be looking for your ability to demonstrate the following key skills/tasks/knowledge to industry standard:
• apply statistical methods to work in the financial services industry
• source and access statistical and other data, and produce and interpret statistics
• use financial data tools and calculations to produce accurate and informative statistical reports from data
• efficiently record and store data for retrieval.
Evidence Required to be Submitted and Method of Submission The completed assessment paper is to be submitted online as either a Word document or a PDF document. Refer to each question for additional requirements
Instructions to Assessor Work, Health and Safety: A work health and safety check of the assessment environment is to be conducted prior to the assessment and any hazards addressed appropriately.
Examination Range and Conditions: Access to the textbook, reference materials, the internet and any notes is allowed. It is not a timed assessment and does not have to be completed in one session, but must be submitted in one document by the due date.
Materials to be supplied: This assessment
Assessment Context and Description (if required) In this assessment, you will complete a series of practical exercises and short answer (theory) questions to interpret and use financial statistics and tools.
Note to Student An Assessment Mapping Matrix is available from your teacher upon request. The mapping matrix shows how the knowledge and skills that you are being asked to demonstrate align to the requirements of each Unit of Competency.

Question 1.
Outline and describe (with suitable examples) the different types of graphs, charts diagrams and tables used in statistical modelling and reporting. As a minimum, explain the circumstances in which you would use each of the following forms of visual presentation and why you would use them in that situation:
• Pie chart
• Bar chart
• Diagram
• Table
• Line graph

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The pie chart is used to display portions as a total

Simple bar chart shows a summary of one set of data

Pictogram is a visual form using a symbol relevant to the data shown
Shoe Like Disliked
Running 36 6
Cross-Trainer 45 8
Formal 27 10
Hiking 19 5
Work Boot 29 7

A Histogram is a column chart that shows frequency data

Discrete data is displayed on the polygon in the form of a graph
Question 2.
Brisbane North Pty Ltd has the following portfolio of assets:
Shares in mining companies $135,000
Shares in services industry companies $210,600
Government bonds $70,000
Business premises $950,400
Assessment task:
• Present the data as a pie chart
• Present the data as a bar chart
• Compare the presentation methods of a pie and a bar chart and state which method you would use in this example and why.

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Question 3.
Briefly explain the following and illustrate with examples where necessary:
• Frequency distribution
• The essential characteristics of class intervals
• Ogive

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Question 4.
The following unsorted list of the ages of students enrolled in a business course has been extracted from the local TAFE’s records:
24, 31, 45, 28, 24, 18, 18, 33, 34, 45, 44, 24, 31, 45, 44, 26, 24, 22, 21, 18, 33, 32, 41, 44.
Assessment task:
• Array the data
• Organise the data in a ungrouped frequency scale
• Construct a grouped frequency distribution
• Construct a frequency histogram and ogive of the data

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Question 5.
Bracken Ridge Pty Ltd has 50 representatives throughout Australia. The following table shows the distribution of representatives by sales last financial year.
Sales No. of representatives
$100,000 to $200,000 4
$200,000 to $300,000 9
$300,000 to $400,000 19
$400,000 to $500,000 13
$500,000 to $600,000 5

Assessment task:
• Calculate the mean sales performance of the representatives
• Determine the median class interval

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Question 6.
The following information has been extracted from the sales records of Bracken Ridge Suppliers Ltd.:
Value of Sales Order Mid point* Number of Orders
0 to 500 350 65
500 to 1000 850 35
1000 to 1500 1150 20
1500 to 2000 1750 12
2000 to 2500 2350 8
2500 to 3000 2750 2
* The mid point in each case has been calculated as the median of each range of observations.
Assessment task:
Calculate the:
• Mean sales
• Standard deviation of the population using a financial calculator or spreadsheet.

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Question 7.
Explain probability theory by making references to three types of probability and Venn diagrams.
Illustrate your explanation using examples and diagrams where necessary.

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Question 8.
Calculate the probability for each of the following:
a. The probability that the salesperson will sell a table is 3/9 and the probability that he will sell a chair 4/9. What is the probability that he will sell a table and a chair?
b. A coin is tossed and a card is drawn a pack of 52 playing cards. What is the probability that a coin will be a head and the card will be a heart? Remember there are 4 types of cards in a set: hearts, spades, clubs and diamonds. Are these events dependent or independent?
c. You will be going to skiing this week-end. The probability that it will snow this week-end is 25% and probability that if it snows there will be sufficient snow on the slopes is 80%. What is the probability that it will snow and you will ski.
d. If you throw coin three times. What is the probability of two tails on the first two coins and a head on the last? Are these events independent?

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