Analysis Of Data Flashcards

1
Q

levels of measurement: nominal data

A

Shows categories of data represented by frequencies that have no relative numerical value ie boys and girls

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2
Q

levels of measurement: ordinal data

A

Data can be placed in ascending or descending order but intervals between data not necessary equal ie times for first, second and third in race

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3
Q

levels of measurement: interval data

A

Equal numerical intervals between data eg temperature

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4
Q

levels of measurement: ratio data

A

Equal intervals between scores and has an absolute or true zero eg speed

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5
Q

What are measures of central tendency?

A
  • provide an average score from within the data set
  • mean, median and mode
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6
Q

What are measures of dispersion?

A
  • provide insight into how spread data is
  • lower dispersions imply more reliable data
  • range and standard deviation
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7
Q

Describe mode, including pros and cons

A
  • most occurring value in a set of scores
  • used for nominal data
    PRO: simple and unaffected by extreme data
    CON: unreliable with small data, lack sensitivity, can have multiple
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8
Q

Explain the median and pros and cons

A
  • value of middle score
  • ordinal data
    PRO: easy to calculate, unaffected by extreme values, more representative than mode
    CON: lack sensitivity
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9
Q

Qualitative data

A

Type of data that can be observed but not measured numerically. Usually takes form of words, feelings and thoughts and is difficult to analyse
- ie Ps feelings about school

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10
Q

Quantitative data

A

Type of data that can be measured numerically by the psychologist so analysis can be completed eg scores on IQ test

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11
Q

Evaluate quantitative data

A
  • objective; it’s less susceptible to bias than qualitative data, which makes it easier to draw reliable and generalizable conclusions.
  • lack depth and context - lose human side of behaviour
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12
Q

Evaluate qualitative data

A
  • in depth, increased validity
  • difficult to analyse, inconvenient to collect, draw less conclusion
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13
Q

Explain mean and pros and cons

A
  • used for ordinal/interval data
    PRO: take all into consideration
    CON: affected by extreme values
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14
Q

Range

A
  • dispersion
  • spread from highest to lowest, often used with median
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15
Q

Standard deviation

A
  • dispersion
  • how far away raw score is from mean of its distribution
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