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Levels of Data Levels of Data

Levels of Data - PowerPoint Presentation

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Levels of Data - PPT Presentation

NOIR Nominal Ordinal Interval Ratio Task 1 Task 1 As a class you will need to organise yourself into two groups tall people and short people Then record the number of people in each group   ID: 562764

task data people tallest data task tallest people height interval participants nominal question rank ordinal person class tall level

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Slide1

Levels of Data

NOIRNominal, Ordinal, Interval, RatioSlide2

Task 1

Task 1: As a class you will need to organise yourself into two groups: tall people and short people. Then record the number of people in each group.

 

No. of students

Tall height

 Average height Slide3

Nominal Data

This is an example of nominal data. Participants are categorised into groups (tall vs. short).

This is the lowest level of data psychologists use.

Question: What do you think the problem with this level of data is?Slide4

Task 2

Task 2: As a class, arrange yourself in height order from tallest to shortest (for the tallest 10 people). Then call the tallest person rank 1 down to the shortest person who will be rank 10.

Rank

Name

1

 2 

3

 

4

 

5

 

6

 

7

 8 9 10 Slide5

Ordinal (Rank) Data

This is an example of ordinal data

. The participants are ranked in order from tallest to smallest.

This data is more useful than nominal, because we now know the relative positions of our 10 participants.

Question: What do you think the problem with this level of data is?Slide6

Task 3

Task 3: As a class, using the remaining people (who weren’t the ‘tallest’ 10) measure their height in CM and place them in the table below (from tallest to smallest). Also, make a note of their shoe size.

Height (CM)

Name

Shoe Size

  

 

 

 

 

 

 

 

 

 

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 Slide7

Interval vs. Ratio Data

This is interval data because we can measure and compare the exact height of our participants and examine the interval between each person. For example, 100cm is half as tall as 200cm.

Height (CM)

Name

Shoe Size

  

 

 

 

 

 

 

 

 

 

    

 

 

 

 

 

 

 

 

 

 

     

Question: What do you think that this is the ‘strongest’ levels of measurement