Cards (46)

  • What is the first step to find the median in a data set with an odd number of values?
    Arrange the numbers in ascending order
  • What is the median of the data set [2, 4, 6, 8]?
    5
  • How is the median calculated for the numbers 4 and 6?
    (4 + 6) / 2
  • What is the median?
    A measure of central tendency
  • Why do you need to identify two middle numbers in an even data set?
    To calculate the median accurately
  • In the data set [3, 1, 5, 7, 9], what is the ordered data?
    [1, 3, 5, 7, 9]
  • Why do you need to arrange the numbers before finding the median?
    To identify the middle number accurately
  • How do you find the median of the data set [4, 2, 7, 5, 9]?
    1. Arrange the data in order: [2, 4, 5, 7, 9]
    2. Identify the middle value: 5
  • How does the mean respond to outliers?
    Very sensitive
  • What are the steps to find the median in a data set with an odd number of values?
    1. Arrange the numbers in ascending order
    2. Identify the middle number
  • What does the median offer for skewed distributions?
    A more representative measure of central tendency
  • What does the median represent in a group of 18-year-olds lined up by height?
    The person exactly in the middle of the line
  • What is the median of the data set [3, 1, 5, 7, 9]?
    5
  • In the data set [2, 4, 6, 8], what are the two middle numbers?
    4 and 6
  • How do you calculate the median from two middle numbers?
    Average the two middle numbers
  • Why does the median remain unaffected by outliers?
    It only considers the middle value
  • How do outliers affect the mean?
    They can significantly distort the mean
  • What is the definition of the median?
    The middle value in an ordered set
  • When is the median particularly useful?
    When data has outliers or skewed distributions
  • What is the process to find the median in a data set with an even number of values?
    1. Arrange the numbers in ascending order
    2. Identify the two middle numbers
    3. Calculate the average of these two numbers
  • In what type of distributions is the mean suitable?
    Symmetric distributions
  • How is the median determined in a data set?
    By arranging numbers in order and finding the middle
  • How is the median calculated?
    Arrange values in order, find middle value
  • What is the definition of the mode?
    Most frequently occurring value
  • How is the median determined in a data set with an odd number of values?
    By identifying the middle number after ordering
  • In what type of distributions is the median suitable?
    Skewed distributions, data with outliers
  • What is the median of the dataset [2, 4, 5, 6, 100]?
    5
  • What does the mode represent in data interpretation?
    The most "popular" value
  • What are the measures of central tendency and their definitions?
    • Mean: Average of all values
    • Median: Middle value in ordered data
    • Mode: Most frequently occurring value
  • In what type of distributions is the mode suitable?
    Distributions with clear recurring values
  • How does the mode respond to outliers?
    Not sensitive
  • What is the formula used to find the median from two middle numbers?
    (first middle number + second middle number) / 2
  • How does the median respond to outliers?
    Not sensitive
  • What is the definition of the mean?
    Average of all values
  • How is the mode calculated?
    Count occurrences of each value, find the most frequent
  • How is the mean calculated?
    Sum all values and divide by the number of values
  • What are the suitable distributions for mean, median, and mode?
    • Mean: Symmetric distributions
    • Median: Skewed distributions, data with outliers
    • Mode: Distributions with clear recurring values
  • What is the mean of the dataset [2, 4, 5, 6, 100]?
    23.423.4
  • How does the mean of the dataset [2, 4, 5, 6, 100] compare to the median?
    Mean is influenced by the outlier
  • How do mean, median, and mode interpret data?
    • Mean: Overall "balance" of data
    • Median: The "center" of the data
    • Mode: The most "popular" value