chapter 2

    Cards (44)

    • What is a database?
      A collection of data organized in tables
    • What type of data do databases typically contain?
      Real-life statistics
    • What should you be able to do with tables in an exam?
      Extract and interpret information
    • Why might percentages in tables not add up to 100%?
      Due to rounding errors in calculations
    • How should you think about data in tables during an exam?
      In terms of real-life situations
    • What type of data do two-way tables contain?
      Bivariate data
    • How do you find missing values in two-way tables?
      Start with the row or column with one missing
    • What should you ensure when comparing two-way tables?
      Grand totals for rows and columns match
    • What do pictograms use to represent data?
      Pictures or symbols
    • What is essential when drawing a pictogram?
      Each symbol must be the same size
    • How can you represent frequencies in a pictogram?
      By drawing parts of symbols for fractions
    • What is a simple bar chart characterized by?
      Equal width bars and equal gaps
    • What does a vertical line graph resemble?
      A simple bar chart with lines
    • What is the purpose of multiple bar charts?
      To compare two or more data sets
    • How are composite bar charts structured?
      Single bars split into sections for categories
    • How do you calculate the frequency of components in composite bar charts?
      Subtract upper frequency from lower frequency
    • What do stem and leaf diagrams help organize?
      Data without losing detail
    • What do stems and leaves represent in a stem and leaf diagram?
      Stems are multiple digits, leaves are single digits
    • How should leaves be arranged in a stem and leaf diagram?
      In order from smallest to largest
    • What is the purpose of a pie chart?
      To show how data is divided into categories
    • What do the angles in a pie chart add up to?
      360 degrees
    • How do you calculate the angle for each category in a pie chart?
      Multiply the frequency by the angle per unit
    • What do comparative pie charts help compare?
      Two sets of data of different sizes
    • What do population pyramids show?
      Distribution of ages in a population
    • What does a pyramid shape in a population pyramid indicate?
      A higher proportion of younger people
    • What does an upside-down pyramid in a population pyramid suggest?
      A larger proportion of older people
    • What do choropleth maps use to represent data?
      Shading of geographical areas
    • What does darker shading on a choropleth map indicate?
      A higher frequency for that area
    • What is cumulative frequency?
      A running total of frequencies
    • How do you calculate cumulative frequency for a class interval?
      Add frequency for that interval to previous CF
    • What is the purpose of CF step polygons?
      To represent discrete data
    • How do you plot points for CF curves?
      Using upper bounds of class intervals
    • What do histograms represent?
      Continuous data from grouped frequency tables
    • What is the difference between equal and unequal class widths in histograms?
      Equal widths have no gaps, unequal reflect density
    • What is the shape of a distribution?
      The form created by the data diagram
    • What are frequency polygons similar to?
      Histograms with equal class widths
    • What common errors occur with frequency polygons?
      Midpoints not used or points not joined
    • What can make diagrams misleading?
      Shape, axes, and scales
    • What is a common issue with pictograms?
      Symbols must be the same size and key needed
    • How can 3D charts be misleading?
      They distort parts, making values hard to read
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