✓ Descriptive Statistics (AO1 + AO3) Flashcards

1
Q

What are the 3 Measures of Central Tendency?

A

Mean
Median
Mode

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2
Q

How do you find the Mean?

A

add up every score in the data set and then divide by the number of scores

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3
Q

Strength of the Mean as a measure of central tendency?

A
  • most representative bc includes the whole data set
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4
Q

Weakness of the Mean as a measure of central tendency?

A
  • most sensitive measure which means that any anomalies can skew the data
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5
Q

How do you find the Median?

A

put all scores in order from smallest to biggest & then select the middle number

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6
Q

Strength of the Median as a measure of central tendency?

A
  • not distorted by extreme scores like the mean
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7
Q

Weakness of the Median as a measure of central tendency?

A
  • does not reflect all scores in the data set
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8
Q

How do you find the Mode?

A

identify the most frequently occurring score in the data set

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9
Q

Strength of the Mode as a measure of central tendency?

A
  • not distorted by extreme scores & only average that can be used for nominal data
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10
Q

Weakness of the Median as a measure of central tendency?

A
  • there can be more than one mode which isn’t the most useful
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11
Q

What are the 2 Measures of Dispersion?

A

Range
Standard Deviation

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12
Q

How do you find the Range?

A

subtract the lowest value from the highest value

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13
Q

Strength of Range as a measure of dispersion

A
  • easy to calculate
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14
Q

Weakness of Range as a measure of dispersion

A
  • does not indicate the distribution pattern across the whole data set
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15
Q

What is Standard Deviation?

A

a different measure of dispersion which looks at how far the scores deviate from the mean
- high SD = inconsistent data, spread out from the mean
- low SD = consistent data, highly clustered around the mean
(given in exam, don’t need to calculate)

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16
Q

Strength of Standard Deviation as a measure of dispersion

A
  • more precise measurement bc all values are included in the calculation
17
Q

Weakness of Standard Deviation as a measure of dispersion

A
  • extreme values can distort the measurement
18
Q

How to calculate Percentage?

A

no. of ppts / total no. ppts
x 100

19
Q

How to calculate Percentage Increase?

A

new number - original number

THEN

change,increase / original
x 100

20
Q

How to calculate Percentage Decrease?

A

original number - new number

THEN

decrease / original
x 100