4.4.1 Interpreting data

Cards (43)

  • Numerical data that can be measured objectively is known as quantitative
  • What are the three main types of data in physical education?
    Quantitative, qualitative, mixed methods
  • What type of data combines numerical measurements with descriptive feedback?
    Mixed methods
  • Match the type of data with its description:
    Quantitative ↔️ Numerical data measured objectively
    Qualitative ↔️ Descriptive data on experiences
    Mixed Methods ↔️ Combines quantitative and qualitative data
  • Ordinal data has a clear order or ranking.

    True
  • Identifying the correct scale of measurement is crucial for statistical analysis.
    True
  • Outliers in data may indicate measurement errors or unique circumstances.

    True
  • Analyzing trends, outliers, relationships, and variability helps in drawing meaningful conclusions from data.

    True
  • What is the definition of quantitative data in physical education?
    Numerical data measured objectively
  • Identifying the type of data is crucial for selecting appropriate analytical tools in physical education.

    True
  • Identifying the appropriate scale of measurement is crucial for selecting the right statistical analysis techniques.
    True
  • Analyzing trends and patterns is essential for improving athlete performance and evaluating program effectiveness.

    True
  • Arrange the following statistical tests from simplest to most complex:
    1️⃣ T-test
    2️⃣ Chi-square Test
    3️⃣ ANOVA
  • Correlation analysis measures the strength and direction of linear relationships
  • Trends and patterns in data can show increases, decreases, or consistent values
  • What is a strong positive correlation between strength training and sprint times likely to indicate?
    Focus on strength development
  • Speed in a 100m sprint is an example of quantitative
  • What are the four scales of measurement used in physical education?
    Nominal, ordinal, interval, ratio
  • What type of numerical data has equal intervals but no true zero point?
    Interval
  • What are three key features to identify when analyzing data in physical education?
    Trends, outliers, relationships
  • What type of relationship is examined when assessing how training load influences athletic performance?
    Correlation
  • Why is analyzing trends and patterns in physical education data important?
    To optimize athletic performance
  • Qualitative data provides insights into experiences and opinionsopinions
  • Match the measurement scale with its description:
    Nominal ↔️ Categorical data with no inherent order
    Ordinal ↔️ Categorical data with clear order
    Interval ↔️ Numerical data with equal intervals but no true zero
    Ratio ↔️ Numerical data with a true zero
  • Trends and patterns in data can show increases, decreases, or consistent values over time
  • What is a trend in physical education data?
    General direction of data
  • A t-test compares the means of two groups.
    True
  • What does the chi-square test determine in physical education?
    Association between categorical variables
  • What is an outlier in physical education data?
    Data point significantly different
  • Qualitative data provides insights into experiences and opinions.

    True
  • An athlete's self-reported comfort level during training is an example of qualitative data.

    True
  • Categorical data with no inherent order is measured on a nominal
  • Height, weight, and speed are examples of data measured on a ratio
  • Increases, decreases, or consistent values in data are known as trends
  • The spread or dispersion of data is known as variability
  • A consistent improvement in sprint times over a training program indicates a positive trend
  • What does mixed methods data combine in physical education?
    Quantitative and qualitative data
  • Which scale of measurement has a true zero point in physical education?
    Ratio
  • What are outliers in physical education data?
    Data points significantly different
  • Graphs are used to visually represent data trends