Statistics and probability

Subdecks (1)

Cards (103)

  • Range is the difference between the highest and lowest values in a set of numbers.
  • Statistics: the practice or science of collecting and analysing numerical data in large quantities, especially for the purpose of inferring proportions in a whole from those in a representative sample
  • Statistics
    The science of collecting, analyzing, presenting, and interpreting data
  • Descriptive Statistics

    Analysis of data that helps describe, show, or summarize data in a meaningful way, such that, for example, patterns might emerge from the data
  • Inferential Statistics

    Process of examining the relationships between variables within a sample and then make generalizations or predictions about how those variables will relate to a higher population
  • Population
    Includes all the members of the group in which we want to analyze and draw conclusions
  • Sample
    A part or a portion of the population selected for analysis
  • Parameter
    A numerical measure of a characteristic of a population
  • Statistic
    A numerical measure of a characteristic of a sample
  • Sources of Data
    • Primary Data
    • Secondary Data
  • Primary Data
    Data obtained from original, first-hand sources (can be taken from interviews, surveys, or experimentations)
  • Secondary Data
    Data obtained from previously recorded data
  • Constant
    A characteristic of data that does not vary (example is the boiling point of water which is constant at 100 degrees Celsius)
  • Variable
    Characteristic of data that can take different value (example is weight of people and hair color)
  • Classifications of Variables
    • Continuous Variables
    • Discrete Variables
  • Continuous Variables
    Variables which can assume an infinite number of values (examples are height, temperature)
  • Discrete Variables
    Variables which consist of a finite/countable number of values (example are number of family members)
  • Types of Data
    • Qualitative Data
    • Quantitative Data
  • Qualitative Data

    Also called as categorical variable; have values that describe a "quality" or "characteristic" of a data unit, and represented by a non-numeric value (examples are gender, occupation, eye color, etc.)
  • Quantitative Data
    Also called as numerical variable; have values that describe a measurable quantity as a number (examples are height, weight, waist line, etc.)
  • Levels of Measurement
    • Nominal Level
    • Ordinal Level
    • Interval Level
    • Ratio Level
  • Nominal Level

    A measurement of categorical variable wherein values can be categorized but cannot be organized in a logical sequence
  • Ordinal Level

    A measurement of categorical variables wherein values can be categorized and can be logically ordered or ranked
  • Interval Level
    A measurement of numerical variables wherein values can be categorized, ranked, and evenly spaced but no true zero point
  • Ratio Level

    Same characteristics as interval level of measurement but the main difference is that, it has a true zero point
  • Nominal
    • sex (male & female), skin color, religion
  • Ordinal
    • clothing size
  • Interval
    • temperature
  • Ratio
    • salary
  • The difference between 2800C & 2900C, and 3300C & 3400C is the same which is 1 0C

    00C does not mean the absence of temperature
  • 0 pesos
    Means there is literally no salary to receive
  • Frequency Distribution
    A grouping of the data into categories showing the number of observations in each of the non-overlapping classes
  • Raw Data
    Data collected in original form
  • Range
    Difference of the highest value and the lowest value in a distribution
  • Class
    Intervals of data entries
  • Class Limits
    The highest and lowest values describing a class
  • Interval (i)
    The distance between class lower boundary and class upper boundary
  • Frequency (f)
    The number of values in a specific class of a frequency distribution
  • Relative Frequency (rf)

    The value obtained when the frequencies in each class of the frequency distribution is divided by the total number of values
  • Percentage
    Obtained by multiplying the relative frequency by 100%