Research Methods : Graphs And Distributions Flashcards

1
Q

Rules when drawing a graph

A
Draw in pencil 
Ensure a title is present 
Axes should be labelled 
Provide a unit of measure
Ensure graph is plotted correctly - scale that does not leave graph paper left over
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2
Q

Describe bar charts

A

Used for data that comes from categories
Categories- x axis frequency - y axis
Always space between categories because data is discrete

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3
Q

Describe a histogram

A

For data that is related - tells us how they differ from bar charts
Bars of unequal length
Frequency density - y axis
Continuous data - x axis
No gap between categories - related to each other

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4
Q

How do you draw a histogram ?

A

1) calculate the widths of the groups by subtracting two values
Eg if 20

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5
Q

Describe a line graph

A

Uses continuous data
Frequency plotted on the y axis
Continuous data is plotted on the x axis
Allow more than one set of continuous data to be shown at one time

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6
Q

Describe a scattergram

A

These show associations or relationships between co variables
For each individual two scores are obtained but only one dot is plotted
Scatter of dots indicate the degree of correlation between two variables

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7
Q

How many degrees in a circle

A

360

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8
Q

What does a pie chart represent

A

Percentage of different categories of that ‘thing’

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9
Q

How do you draw a pie chart from a data

A

1) divide each frequency by the total frequency
2) then multiply by 360
3) this is the angle that needs to be plotted using protractor

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10
Q

Describe a results table

A

A summary of data
Include discriptive statistics
Do not show raw data collected from research

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11
Q

Describe a normal distribution

A

Shown as a bell curve
Most scores fall round the mean
Curves are symmetrical
Mean mode median should all fall at the same point

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12
Q

The curves of the tail of a normal distribution….

A

Rarely touch the horizontal axis- but theoretically possible to have more extreme scores

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13
Q

What are normal distributions linked to ?

A

Standard deviation

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14
Q

What percentage of data lies within 1 standard of data

A

68.36%

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15
Q

What are percentages that lie above and below the mean

A

34.13% for both

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16
Q

What is the percentage that lies within 2 standard deviations

A

95.44%

17
Q

What is percentage that lies both above and and below the mean

A

47.72%

18
Q

When do skewed distributions occur

A

When distribution around the mean is not symmetrical

Mean is no longer in the middle

19
Q

Why does skewing occurs

A

Extreme results

20
Q

When is there a positive skew

A

There are more low scores in the data

21
Q

Describe a positive skew

A

Distribution concentrated towards left of the data
Extreme high score - long tail to the right
Mode the highest point
Mean gets pulled towards the extreme score
Median sits in the middle of mode and mean

22
Q

How do we decipher if it is a positive skew

A

If the mean or median are a higher larger number than the mode
The mean will be towards the right of the median

23
Q

Describe a negative skew

A

More high scores in the data
Distribution concentrated towards right of the graph
Low extreme scores - long tail to left
Mode - highest
Mean pulled to extreme data
Median sits in the middle of the mean and mode

24
Q

If scores are very similar to the mean and median is not in the middle off the mean and mode what kind of distribution would it be ?

A

A normal distribution since the scores fall around the mean and this will typically be a bell shape curve