Research Methods :Measures of Central Tendency and Dispersion Flashcards

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1
Q

what are measures of central tendency

A

avgs give us info about most typical values in a set of data

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2
Q

mean is the most

A

sensitive of all central tendency emhtods

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3
Q

why is the mean most sensitive and why is this good

A

includes all values of data

more representative of data as a whole

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4
Q

-ve of mean

A

easily distorted by extreme values

e.g 17 - 108 mean increases

therefore doesnt rep dsata well

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5
Q

+ves of median

A

not affected by extreme numbers so if 98 replaces 17 it remains same

easy to calc once arranged the numbers

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6
Q

-ve of media

A

less sensitive than mean

as actual values of lower/higher numbers are ginored and extreme values may be important

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7
Q

bi modla

A

when data sets ahve 2 modes

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8
Q

-VE of mode

A

crude measure

casue can be quite diffrent from mean and median and therefore not representative of whole data set

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9
Q

when is mode only method you can use

A

data in categoriees

e.g favourite dessert use modal group to find most typical

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10
Q

when is mode not useful

A

several modes in a data set

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11
Q

how do you calc rnage

A

highest- lowest

+ 1

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12
Q

why do you add 1 to range

A

math corection

allows for fact raw scores either rounded up/down when recorded within research

accounts for margin of error

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13
Q

+ve of range

A

easy to claculat e

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14
Q

-ve of range (accounting)

A

only takes into account the two extreme values therefore unrepresentative odf the data as a hwole

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15
Q

range doesnt give a

A

fair rep of the general distribution of scores

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16
Q

range is influenced by

A

outliers

17
Q

range also dont indicate

A

whether most numbers are closely grouped around the mean or spread out

18
Q

standard deviation

A

single value tells us how far scores deviate from mean

19
Q

the larger the standard deviatio

A

the rgeater the dispersion or spread within data

20
Q

if talking about particular cindtionn in particular experiment what does big standard deviation suggests and hwy

A

not all pt affected by IV in same way

as data widely sopreaf

may be there’s anamolous results

21
Q

what does low standard deviation show

A

data tighly clustered around mean

sshowing pt repsonded in fairly similar way

22
Q

+ve of standard deviation (precise)

A

more precise measure of dispersion than range

casue includes all vlaues within the final calc

23
Q

-ve of standard deviation (Extreme )

A

distorrted by extreme single vlaue

as includes all vlaues in financial calculation

24
Q

aslo in standard deviation what might not be revealed

A

extrme vlaues unlike rnage