Maths and Statistics

Cards (48)

  • Quantitative data
    Data in numbers.
  • What is a strength of quantitative data?

    Easy to analyse, compare and summarise.
  • What is a weakness of quantitative data?

    Oversimplifies human experiences and fails to tell us why a behaviour happens.
  • Qualitative data
    Data in pictures or words, not numbers.
  • What is a strength of qualitative data?

    Provides rich detail that can be used to explain human behaviour.
  • What is a weakness of qualitative data?

    Difficult to summarise and analyse- may be difficult to draw conclusions from.
  • Primary data
    Data that is collected by the researcher to be used in the current study.
  • Secondary data
    Data that was collected for another puprose.
  • What is a strength of primary data? 

    Data collection can be designed to fit the aims of the study.
  • What is a weakness of primary data?

    Can be very time consuming and expensive way to collect data.
  • What is a strength of secondary data?

    Simple, quick and cheap way to collect data.
  • What is a weakness of secondary data?

    Data may not exactly for the needs of the study.
  • Nominal data
    Data which consists of names, labels or categories.
  • Ordinal data
    Data can be ranked or ordered in some type of way.
  • Interval data
    Data is measured using units of equal intervals.
  • What is a strength of nominal data?

    Easy to generate from closed questions and large amounts of data can be collected quickly.
  • What is a weakness of nominal data?

    Participants are not able to express degree of response and can only use the mode as a measure of central tendency.
  • What is a strength of ordinal data?

    Indicates relative values on a linear scale and more informative than nominal data.
  • What is a weakness of ordinal data?
    Gaps between ranks are not equal so a mean cannot be used to assess central tendency.
  • What is a strength of interval data?

    More informative than nominal data and ordinal data as points are directly comparable and can used the mean as a measure of central tendency.
  • What is a weakness of interval data?

    No absolute baseline to the scale so scoring zero may simply show that the scale does not accurately measure a participant’s behaviour.
  • Mean
    The arithmetic average of a distribution, obtained by adding the scores and then dividing them by the number of scores.
  • Mode
    The most frequently occurring score(s) in a distribution.
  • Median
    The middle score in a distribution; half the scores are above it and half are below it.
  • Median
    The middle score in a distribution; half the scores are above it and half are below it.The middle score in a distribution; half the scores are above it and half are below it.
  • What is a strength of the mean?

    Uses all of the numbers in the data set and most valid representation.
  • What is a strength of the mode?

    Unaffected by extreme scores.
  • What is a strength of the median?

    Not affected by extreme scores so can be useful under such circumstances and it is easier to calculate.
  • What is the weakness of the mean?

    There may be anomalous results which distort the results.
  • What is the weakness of the mode?

    There may not be a mode, which suggests that this method lacks accuracy.
  • What is the weakness of the median?

    Does not take into account every data value.
  • Range
    The difference between the highest and lowest score in a distribution.
  • Variance
    The square of standard deviation.
  • Standard deviation
    A measure of how much scores can vary around the mean score.
  • What is a strength of the range?

    Easier to calculate.
  • What is a strength of variance/standard deviation?
    Precise measure of spread as all the data is spread.
  • What is a weakness of the range?

    Fails to take into account the distributions of the numbeRS and its affected by the extreme numbers.
  • What is a weakness of variance/standard deviation?

    May hide characteristics such as extreme values and harder to calculate than the range.
  • Raw data
    Unprocessed data.
  • Measures of central tendency
    Averages.