Podcast
Questions and Answers
Which statement best describes the strength of a relationship in a scatter graph?
Which statement best describes the strength of a relationship in a scatter graph?
A scatter graph with a bottom-left to top-right trend shows a negative relationship.
A scatter graph with a bottom-left to top-right trend shows a negative relationship.
False
What is one method to identify clusters in a scatter graph?
What is one method to identify clusters in a scatter graph?
Circling the clusters and providing x and y intervals.
In a scatter graph, unusual or interesting data points can be identified by stating their ______ and commenting on their distance from the trend line.
In a scatter graph, unusual or interesting data points can be identified by stating their ______ and commenting on their distance from the trend line.
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Match the elements of a scatter graph to their descriptions:
Match the elements of a scatter graph to their descriptions:
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What type of data must be used for a relationship investigation involving two numeric variables?
What type of data must be used for a relationship investigation involving two numeric variables?
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There is a fixed point in the enquiry process where explanations must be located.
There is a fixed point in the enquiry process where explanations must be located.
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What should students consider when dealing with variation in collected data?
What should students consider when dealing with variation in collected data?
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The overall context of the data should include the context of the ______ and how it was collected.
The overall context of the data should include the context of the ______ and how it was collected.
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Which of the following is NOT a type of question students may answer about data?
Which of the following is NOT a type of question students may answer about data?
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Natural variation within data values is not necessary for meaningful relationship analysis.
Natural variation within data values is not necessary for meaningful relationship analysis.
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What sources of variation may still be present in the data?
What sources of variation may still be present in the data?
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Match the following types of data with their descriptions:
Match the following types of data with their descriptions:
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What is a criterion for making a call for a sample to population?
What is a criterion for making a call for a sample to population?
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Using the ¾ - ½ rule is only applicable for samples of size 100 or more.
Using the ¾ - ½ rule is only applicable for samples of size 100 or more.
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What should be observed visually to make a call in samples of size 100 or more?
What should be observed visually to make a call in samples of size 100 or more?
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In samples of size 20-40, a call should be made using the _____ rule.
In samples of size 20-40, a call should be made using the _____ rule.
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Match the following terms with their descriptions:
Match the following terms with their descriptions:
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Which of the following is necessary for good statistical practice?
Which of the following is necessary for good statistical practice?
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If there is no overlap between the middle 50% sections, a call cannot be made.
If there is no overlap between the middle 50% sections, a call cannot be made.
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What is one visual method that can help support understanding of data distribution?
What is one visual method that can help support understanding of data distribution?
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What is a critical component of the introduction or purpose statement for an investigation?
What is a critical component of the introduction or purpose statement for an investigation?
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Students are required to include a minimum of two separate instances of contextual thinking and two separate instances of statistical thinking.
Students are required to include a minimum of two separate instances of contextual thinking and two separate instances of statistical thinking.
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What should students reflect on during the inquiry process?
What should students reflect on during the inquiry process?
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Students must explain the source of the ______ they use in their investigation.
Students must explain the source of the ______ they use in their investigation.
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Why is it important to discuss where data comes from?
Why is it important to discuss where data comes from?
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Which of the following is NOT a source of variation in the data collection process?
Which of the following is NOT a source of variation in the data collection process?
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Match the following data sources with their descriptions:
Match the following data sources with their descriptions:
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The conclusion should answer the investigative question without considering the context.
The conclusion should answer the investigative question without considering the context.
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Measurement variation can arise from inconsistencies in data such as height or speed.
Measurement variation can arise from inconsistencies in data such as height or speed.
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What factors should be explained that influence the quality and reliability of data?
What factors should be explained that influence the quality and reliability of data?
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What practice is suggested to lead to increased ability in activities such as throwing a foreign object?
What practice is suggested to lead to increased ability in activities such as throwing a foreign object?
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Data such as age or shoe sizes with only 3 or 4 response options would not produce a viable data set due to insufficient __________.
Data such as age or shoe sizes with only 3 or 4 response options would not produce a viable data set due to insufficient __________.
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Match the type of variation with its example:
Match the type of variation with its example:
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What is a line of best fit commonly used for?
What is a line of best fit commonly used for?
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Formal regression analysis is required at the stated level of data collection.
Formal regression analysis is required at the stated level of data collection.
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What must be considered to understand the source of variation in activities requiring practice?
What must be considered to understand the source of variation in activities requiring practice?
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What method can be used for making predictions from a graph?
What method can be used for making predictions from a graph?
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The exemplar marking schedules define what is required for the standard.
The exemplar marking schedules define what is required for the standard.
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What is one example of a graphical addition that a student might make to their graph?
What is one example of a graphical addition that a student might make to their graph?
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A prediction can be made using either visual inspection of the graph or ______ into the line of best fit equation.
A prediction can be made using either visual inspection of the graph or ______ into the line of best fit equation.
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Match the following activities related to graphing:
Match the following activities related to graphing:
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What do marking schedules offer?
What do marking schedules offer?
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The student response example is part of the requirements for the standard.
The student response example is part of the requirements for the standard.
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What is the purpose of a line of best fit?
What is the purpose of a line of best fit?
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Study Notes
Achievement Standard 1.1 (91944): Explore Data Using a Statistical Enquiry Process
- Students explore data using a structured approach, a statistical enquiry process
- This could include resources like CensusAtSchool New Zealand, Kaggle, Gapminder, and NZ.Stat
- A statistical inquiry process, including the Statistical Enquiry Cycle (PPDAC), is used
- Students communicate findings in context, such as verbal presentations with visuals or written reports
- Merit-level involves completing the process with an introduction/purpose and a conclusion, including an investigative statement or question
- Merit-level students may address where data came from, how it was collected (including variation), why the data was collected, who benefits from the investigation, or expectations of findings (hypothesis thinking)
- Question/investigative statements are not required to be created by student; teachers should ensure well-formed statements are used
- Students may refer to teacher guidance for examples of questions/statements
- Excellence: Incorporates contextual and statistical thinking in at least two places, and reflect on the inquiry process
Source of the Data
- Students explain the source and how the data was collected for primary data
- For secondary data, explanations include where it came from and its reliability
- Factors influencing data quality, such as variation in primary data collection, are explained
- Secondary data may have been managed in different ways
Relationships Between 2 Numeric Variables
- Students understand and answer questions about data, including the following:
- How numeric and categorical data can be collected
- Context of the data and its variables
- Types of variation during data collection
- How to manage variation
- Appropriate visualisations
- Useful measures (e.g., statistics)
- What makes a good scatter graph (with 'y' vs 'x' title)
- Data for this must be numeric
Time Series Investigations
- Sources of variation in data collection processes, such as:
- Natural or real variation
- Occasion-to-occasion variation (e.g., speed/aptitude tests improving with practice)
- Measurement variation (e.g., measuring body temperature or an object's mass)
- Induced variation (e.g., consistency of conditions in data collection)
- Sample variation (variation during sampling)
Probability Investigations
- Students understand and answer questions including: types of experiments/data collection, data context, data variation, how to manage variation in data, suitable types of visualisations, and appropriate statistical measures.
- Visualization features, like clusters, unusual/interesting data points, shape, centre, and spread.
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Description
This quiz focuses on exploring data using a structured statistical enquiry process. Students will utilize resources like CensusAtSchool New Zealand and address aspects such as data collection methods and findings communication. The emphasis is on understanding the Statistical Enquiry Cycle (PPDAC) and presenting findings effectively.