Data Handling And Analysis Flashcards

1
Q

Quantitive data

A

Numerical data

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2
Q

Quantitive data advantages

A

Easier to analyse

can draw graphs and calculate averages, can eyeball data and see patterns at a glance

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3
Q

Quantitive data disadvantages

A

Oversimplifies behaviour
e.g. using a rating scale to express feelings
Means individual meaning may be lost

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4
Q

Qualitative data

A

Non-numerical data expressed in words

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5
Q

Qualitative data advantages

A

Represents complexities
More detail included (e.g. explaining your feelings)
Can include unexpected information

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6
Q

Qualitative data disadvantage

A

Less easy to analyse
Large amount of detail is difficult to summarise
Difficult to draw upon conclusions 

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7
Q

Primary data

A

First-hand data collected for the purpose of the investigation

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8
Q

Primary data advantage

A

Fits the job
The Studys designed to extract only the data needed
Information is directly relevant to the researchers aims 

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9
Q

Primary data disadvantage

A

Requires time and effort
Design may involve planning and preparation
Secondary data can be accessed within minutes

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10
Q

Secondary data

A

Collected by someone other than the person who is conducting research research e.g. a article 

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11
Q

Secondary data advantage

A

Inexpensive
The desired information may already exist
Therefore it Requires minimal effort making it inexpensive

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12
Q

Secondary data disadvantage

A

Quality may be poor
Information may be outdated or incomplete
Challenges the validity of the conclusions

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13
Q

Meta analysis

A

A Type type of secondary data that involves combining data from a large number of studies

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14
Q

Meta-analysis advantage

A

Increases validity of conclusions
The eventual sample size is much larger than individual samples
 increases the extent to which generalisations can be made

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15
Q

Meta-analysis disadvantage

A

Publication bias
researchers may not select all relevant studies leaving out negative or non-significant results
 incorrect conclusions are drawn

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16
Q

Advantage of using a mean

A

Sensitive
Includes all the scores in the dataset within the calculation
More of an overall impression on average rather than using median,mode

17
Q

Disadvantages of using mean

A

May be unrepresentative
One very large or small number makes it distorted
The median and mode tend to not to be so easily distorted

18
Q

Advantages of using the median

A

Unaffected by extreme scores
The median is only focused on the middle value
Maybe more representative of the data set as a whole

19
Q

Disadvantages of using the median

A

Less sensitive than the mean
Not all scores are included in the calculation of the median
Extreme values may be important

20
Q

Advantages of using the mode

A

Relevant to categorical data
When data is discreet i.e. represented in categories
Sometimes the mode is the only appropriate measure

21
Q

Disadvantages of using the mode

A

An overly simple measure
There may be many modes in a data set
Not a useful way of describing data when there are many modes 

22
Q

Advantage of the range

A

Easy to calculate
Arrange values in order to subtract the largest from the smallest
Simple Formula, easier than standard deviation

23
Q

Disadvantage of the range

A

Does not account for the distribution of scores
Doesn’t indicate whether most numbers are closely grouped around the mean, or spread out evenly
Standard deviation is a much better measure of dispersion in this regard.

24
Q

Advantage of using standard deviation

A

More precise than the range
Includes all values within the calculation
Displays a more accurate picture of the overall distribution in the data set

25
Q

Disadvantage of using standard deviation

A

It May be misleading
It may hide some of the characteristics of the data set
Extreme values may not be revealed unlike with the range

26
Q

Normal distribution

A

Symmetrical bell shaped curve.
Most people in the middle area with a few at the extreme ends
The mean median and mode all occupy the same midpoint of the curve

27
Q

Skewed distribution

A

Distributions that lean to one side or the other because most people are either at the lower or upper end of the distribution

28
Q

Negative skew

A

Most of the distribution is concentrated towards the right of the graph (tail on the left)
Mode is the highest point (peak)
Median comes next to the left
Mean is dragged across to the left

29
Q

Positive skew

A

Most of the distribution is concentrate towards the left of the graph (tail on the right)
Mode is the highest point of the peak
Medium comes next to the right
Mean is dragged across to the right

30
Q

Nominal data

A

Level data Frequency or count data that consists of the number of Ps falling into categories
e.g. 7 people passed their driving test, 6 didn’t

31
Q

Ordinal data

A

Level data that are presented in rank order e.g. places in a Beaty contest or ratings of attractiveness

32
Q

Interval data

A

Level data measured in fixed units with equal distance between points on the scale. e.g. Celsius data or time

33
Q

Thematic analysis

A