Lecture 2 Flashcards

1
Q

Summary statistics (6)

A
  • Number of observations
  • Measures of central tendency
  • Skewness
  • Kurtosis
  • Minimum & Maximum
  • Variance and Std. deviation
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2
Q

Measures of central tendency

A
  • Mean
  • Mode
  • Median
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3
Q

Which measure of tendency to use? Nominal data

A

Mode

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4
Q

Which measure of tendency to use? Ordinal data

A

Median

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5
Q

Which measure of tendency to use? Interval/ ratio, not skewed

A

Mean

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6
Q

Which measure of tendency to use? Interval/ratio skewed

A

Median

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7
Q

Skweness

A

Says something about the shape of the distribution, symmetry of the distribution compared to normal.
left tail - negatively skewed
right tail - positively skewed

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8
Q

Kurtosis

A

Says something about the shape of the distribution, the degree to which scores cluster at the tails.
Leptokurtic - pointy >3
Platykurtic - round <3

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9
Q

Variance

A

Measures how far the dataset is spread out. The higher the variance, the more the variables are spread out.

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10
Q

Sum of squares

A

Sum of all squared deviations

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11
Q

Deviation form the mean

A

Value of the observation minus the mean

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12
Q

Standard deviation

A

Square root of variance, tells something about the heterogeneity of your sample

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13
Q

Standard deviation calculation

A
  1. Deviation from the mean
  2. Sum of squares
  3. Variance
  4. Standard deviation
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14
Q

The directionality problem

A

The existence of a correlation tells us nothing about the direction of the correlation

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15
Q

P-value

A

The probability that such an extreme outcome occurs, assuming that the null hypothesis is true. “sig” value in statistics. If P is less than your confidence level, reject H0

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16
Q

Confidence level of 0,05, means that confidence interval is…

A

95%,

17
Q

Mean-centering

A

Involves the subtraction of the variable averages from the data. Calculate the average value of each variable and subtract it from the data.
–> May prevent multicollinearity problems

18
Q

Purposes of descriptive data

A
  • They summarise data in a meaningful way, which allows simpler interpretation of the data.
  • Researcher obtains basic understanding of data en relationships between variables
  • Researcher ensures that the underlying data meets all of the requirements for any type of analysis
  • Shows the distribution of the data
  • May point to problems