Measures Of Central Tendency Flashcards

1
Q

Mean

A

Twkes in all data so susceptible to outliers if infkuenced by high or low values

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2
Q

Median mode midrange

A

Median middle point
Middle point , so not influence d by outliers
And if the mean values are reflective then use otherwise median better
Midrange is halfway through, add them and divide by 2
This can be influence by out,Kerensky, and assumes data is symmetrical

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3
Q

Calculating median from frequency table?

A

Frewuency x X/ total frewuency

If grouped then your x is the midpoint between two values, this is an average

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4
Q

Median frewuency table

A

Find half the frewuency and do extra
Olstion
Do how much extra x class width x frewuency adding kn tk lrefuidh vs,he for x

Mode Kost Freundchen

Midrange add highest snd lowest dive by 2

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5
Q

How to find any median if itsgrouped vs non grouped

A

If grouped then divide by 2

If non grouped add 1

Double check median approach correct sometimes because might be off by a bot

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6
Q

How to find mid interval values?

A

Bsdicslly if it’s not over,spping then have to do rounded upper bound thing

EXCEPT IF ITD AGES, THEN IT GOES TI THE NEXT BE FAREFUL

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7
Q

Calm again don’t listen k them if median and grouped divide by 2t

A

If median and ungrounded add one divide by2, and don’t use extra
Oration veusse it’s easy to just look with cumlaitvefrewuencies

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8
Q

Diffeeence between range and midrange

A

Range is highest - lowest

Midrange is highera + lowest divide by 2

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9
Q

Auartiles

A

First is minimum
Second is lower
3drd median 4th upper 5th max

And the thing is from Esch line one to other represents 25% of data so Yh

Compare them
- higher median means HIGHER AVERAGE
- IQ RANGE shows kiddle spread of 50%, more spread means mkre variable less means kess
- range too three thingd

How to find qurtilles?
Find median and REMOVE IT if odd or ignore if even then find medians if others like normal

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10
Q

Again compare box plots

A

Ranges are similar
But lower IA range means data less spread out
Finally median higher thus on average better

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11
Q

Identifying outliers using quartile

A

If any value of data is 1.5 x IQR above UPPER
Or 1.5 below lower
Then it can be considered outlier!

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12
Q

Cunlitive frewuency graohs

A

Plot upper bound against cumulative frequency

Then total FREQUENCY ADIVE by 2 and 4 and 3/4 gives auartile

0 is the first value

Can be stretched for like 10 % is just 10 of frewuency so form 10l 20 and find the data

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13
Q

Standard deviation formula

A

For grouped values midpoint is x

This is f x2

X2 first then multipliedf
Not fx 2

Mean is still fx /f

Standard is f x2

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