Sampling in Research & Job Advertisements

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Questions and Answers

Which level of measurement allows for categorizing, ranking, and has a true zero?

  • Ordinal
  • Interval
  • Nominal
  • Ratio (correct)

What type of data is represented by car brands?

  • Interval
  • Ratio
  • Nominal (correct)
  • Ordinal

Height is categorized as what type of data?

  • Ordinal
  • Ratio (correct)
  • Nominal
  • Interval

Which of the following is an example of ordinal data?

<p>Language ability (C)</p> Signup and view all the answers

Which of the following correctly describes interval data?

<p>Data can be categorized, ranked, and has equal intervals (C)</p> Signup and view all the answers

Survey responses can best be classified as which level of measurement?

<p>Ordinal (B)</p> Signup and view all the answers

Which of these data types can only be categorized without any ranking?

<p>Ethnicity (C)</p> Signup and view all the answers

Calendar dates are classified as what type of data?

<p>Interval (D)</p> Signup and view all the answers

What is the classification of weight as a level of measurement?

<p>Ratio (D)</p> Signup and view all the answers

The type of data represented by types of animals is:

<p>Nominal (A)</p> Signup and view all the answers

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Study Notes

Sample and Population

  • Sample refers to a specific group selected for data collection.
  • Size of the sample is always less than the total population size.
  • Population consists of all individuals or items of interest.

Examples of Sample and Population

  • IT job advertisements in the Netherlands:
    • Sample: Top 50 search results as of May 1, 2020.
  • Eurovision Song Contest:
    • Sample: Winning songs performed in English.
  • BSU Bokod Campus:
    • Sample: 200 undergraduate volunteers from three colleges.

Types of Data

  • Data can be classified into various categories:
    • Raw, grouped, ungrouped, primary, secondary.
  • Raw Data: Original form of information.
  • Grouped Data: Organized into tables with class intervals and frequencies.
  • Primary Data: Collected directly by the researcher.
  • Secondary Data: Originally collected by others and published.

Variables and Measurement

  • Variables represent characteristics or attributes that can take various values.
  • Measurement involves assigning a value or label to a sample unit.
  • Experimental Unit: The subject or object measured for a variable.

Classification of Variables

  • Qualitative Variables: Non-numerical categories (e.g., Civil Status).
  • Quantitative Variables: Numerical measurements.

Statistics Fields

  • Two main fields of statistics:
    • Descriptive Statistics:
      • Focus on data collection, classification, and presentation.
      • Examples include measures of central tendency (mean, median), variability, etc.
    • Inferential Statistics:
      • Draws conclusions about populations using samples.
      • Involves methods like hypothesis testing and estimation.

Levels of Measurement

  • Four levels of measurement:
    • Nominal: Only categorizes data (e.g., ethnicity).
    • Ordinal: Categorizes and ranks data (e.g., language ability).
    • Interval: Categorizes, ranks, and has equal spacing (e.g., temperature).
    • Ratio: All properties of interval plus a true zero point (e.g., weight).

Examples of Classification

  • Ethnicity: Nominal
  • Car Brands: Nominal
  • Olympic Medalists: Ordinal
  • Language Ability: Ordinal
  • Likert-Type Questions: Ordinal
  • Province of Birth: Nominal
  • Test Scores: Interval
  • Personality Inventories: Interval
  • Temperature (Fahrenheit/Celsius): Interval

Applications of Measurement Levels

  • Additional examples for classification:
    • Color: Nominal
    • Height: Ratio
    • Class Rankings: Ordinal
    • Age: Ratio
    • Survey Responses: Ordinal
    • Weight: Ratio
    • Calendar Dates: Interval
    • Temperature (Kelvin): Ratio
    • Types of Animals: Nominal

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