Descriptive Statistics Flashcards

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1
Q

Name 3 measures of central tendency.

A

Mean
Mode
Median

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2
Q

How do you calculate the mean?

A

add all numbers and divide by the amount

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3
Q

What is the median?

A

The middle number

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4
Q

What is the mode?

A

The most common number(s)

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5
Q

What is a strength and limitation for using the mean?

A

-Representative of all scores
-Can be skewed by extreme scores

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6
Q

What is a strength and limitation for using the median?

A

-Not skewed by extreme scores
-Doesnt take all scores into account

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7
Q

What is a strength and 2 limitations for using the mode?

A

-Can be used on all data
-May be several modes
-Ignores other scores

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8
Q

When do you use the mean?

A

When there are no extreme scores

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9
Q

When do you use the median?

A

When there are 1 or more extreme scores

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10
Q

When do you use the mode?

A

When the data is categorical
(multiple of the same number)

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11
Q

What is normal distribution?

A

When mean mode and median are roughly the same

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12
Q

What is a positive skew?

A

Where the mean is higher than the mode

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13
Q

What is a negative skew?

A

When the mean is lower than the mode

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14
Q

Name 2 measures of dispersion

A

Range
Standard deviation

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15
Q

How do you calculate the range?

A

Minus the little number from the big number

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16
Q

Why is the better to use standard deviation over range on a set of data?

A

SD more accurate because it takes into account the distance of every score to the mean

17
Q

If the standard deviation is low what does this suggest?

A

That there’s little variation in scores as they’re clustered around the mean

18
Q

If the standard deviation is high what does this suggest?

A

That there’s a greater variation in scores from the mean

19
Q

What is dispersion?

A

How far the scores are spread out