Week 10 Flashcards

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1
Q

Define measures of central tedency

A
  • Summary measure that attempts to describe a whole set of data with a single value that represents the middle of centre of its distribution
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2
Q

Define mean

A
  • Sum of the value of each observation in a data divided by the number of observations
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3
Q

Define outliers

A

Observations that are distant or distinct from the other observations in a dataset

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4
Q

Define median

A
  • The middle value in a distribution when values area arranged in ascending order
    • Divides data in half
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5
Q

Define mode

A
  • The most commonly occurring value in a distribution
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6
Q

Define skewness

A
  • Measure of the asymmetry of a distribution
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7
Q

Describe positive and negative skew

A
  • Positive skew, more data on the left side

- Negative skew, more data on the right side

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8
Q

Define leptokurtic

A
  • When scores either side are very close together

- Resulting in sharp thin bell curve

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9
Q

Define platykurtic

A
  • Flat wide bell curve

- Data are far either side

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10
Q

what range should skewness and kurtosis values fall

A

-1 and +1

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11
Q

Define standard deviation

A
  • Measures of spread of the data around the mean

- Standard deviation is a measure of the average deviation of the scores from the mean

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12
Q

Define confidence interval

A

An interval of values computed from the sample, that is almost sure to cover the true population
- Confidence intervals tell you the limits within which the population mean is likely to fall

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13
Q

Define Z-scores

A
  • Standardization or putting scores/ values into a form that you can use to compare across tests. These scores become known as ‘standardized’ scores
    • Transform raw scores into Standardised scores
    • Tells you how many standard deviations above or below the mean a score is
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14
Q

Define Mesokurtic

A

Mesokurtic: Distributions that are moderate in breadth and curves with a medium peaked height.

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15
Q

What are the three types of kurtosis

A

leptokurtic, mesokurtic, platykurtic

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16
Q

Define kurtosis

A

the sharpness of the peak of a frequency-distribution curve.