Research Methods 4: Data analysis 😬 Flashcards

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1
Q

What are the two types of data?

A

-Quantitative data
-Qualitative data

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2
Q

What are some properties of qualitative data?

A

-Non-numerical
-Finds out what people think and how they feel
-Qualitative analysis can be used
-Collected in case studies, unstructured observations and unstructured interviews.

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3
Q

What are some properties of quantitative data?

A

-Numerical data
-Involves measuring something
-Statistical analysis can be used
-Collected in experiment-based research methods

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4
Q

What is a strength of quantitative data?

A

-It is less subjective than qualitative

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5
Q

What is a strength of qualitative data?

A

-It gives the researcher more detailed and in-depth data because participants can elaborate on their answers.

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6
Q

What is primary data?

A

The original data that has been collected first-hand, by the researcher specifically towards a research aim. This is data which has NOT been published before.

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7
Q

What is secondary data?

A

Data collected second-hand, towards another research aim, which has been published before.

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8
Q

What is the strength and weakness of primary data?

A

-Primary data is more valid as it has been specifically created for the purpose of the hypothesis and has been controlled
-Primary data is very expensive and time consuming to conduct

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9
Q

What is the strength and weakness of secondary data?

A

-secondary data is cheaper and quicker to use as
-Secondary data is less valid as it might not fit the needs of the hypothesis exactly

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10
Q

If there’s two white balls and 4 black balls in a bag, what is the ratio of white balls to black balls?

A

2:4

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11
Q

what would be 9,162,375,231 to one significant figure?

A

9,000,000,000

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12
Q

what is 8,600,000,000 in standard form?

A

8.6x10⁹

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13
Q

What do descriptive statistics let us do?

A

Describe and summarise quantitative data

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14
Q

What are the two types of summaries of results in descriptive statistics?

A

-Measures of central tendency
-Measures of dispersion

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15
Q

What does a measure of central tendency do?

A

Reduce a large amount of data to a single value, which is representative of that data

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16
Q

What are the three measures of central tendency?

A

-Mean
-Median
-Mode

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17
Q

Which of: mean, mode or median would you choose to use in a set of data?

A

-The most appropriate one

18
Q

What is the mean in a set of data?

A

The statistical average of a set of data

19
Q

How is a mean found?

A

By adding all the scores together and dividing by the number of values.

20
Q

What is the advantage and disadvantage of using mean?

A

😀It uses all the scores and is therefore more representative of the data than other measures
😫It can be distorted by extreme scores (outliers/anomaly’s)

21
Q

What is the median in a set of data?

A

The central value of a set of data

22
Q

How is a median found?

A

By firstly putting the data into rank and then finding the middle score.

23
Q

What are the advantages and disadvantages of Median?

A

😀It is unaffected by extreme values. Therefore if a set of data has extreme values, median would be appropriate
😀It’s easier to calculate
😣It only takes into account one or two scores

24
Q

What is the mode in a set of data?

A

The score that occurs the most often

25
Q

How is a mode calculated?

A

By a frequency count

26
Q

What are the advantages and disadvantages of Mode?

A

😀It is unaffected by extreme values.
😀It is easier to calculate than mean
😫It is not useful in small sets of data or when there are too many modes
😫It doesnt take into account the other scores

27
Q

What are the two measures of dispersion?

A

-Range
-Standard deviation

28
Q

How is range found?

A

-By taking away the lowest score from the highest score

29
Q

How is standard deviation found?

A

-By making a graph and measuring the width of the peak

30
Q

What would a thin curve and fat curve say about standard deviation?

A

Fat curve- wider spread of winrates = high S.D
Thin curve- winrates remain close to the mean average = Low S.D

31
Q

What are the three main types of graphs?

A

-Bar chart
-Histogram
-Frequency Polygon

32
Q

Where are categories placed in bar charts?

A

On the x-axis

33
Q

What is the main difference between bar charts and histograms?

A

The main difference is that histograms are used for continuous data, such as test scores e.g. graph below.

34
Q

What are the properties of a frequency polygon (line graph)

A

-Similar to a histogram in that the data on the x-axes are continuous.
-Produced by drawing a line from the mid-point top of each bar in a histogram

35
Q

What is the advantage of frequency polygons?

A

-Two or more frequency distributions can be displayed on the same graph in comparison

36
Q

What are the two types of tables?

A

-Results table, which is the main findings of the study
-Data table, which is the raw scores from the research study

37
Q

What does a normal distribution bell curve look like?

A

The mean, mode and median are all located at the highest peak, to create a symmetrical spread of data.

38
Q

What is a skewed distribution?

A

Where the bell curve appears to lean to one side

39
Q

What is a positive skewed distribution?

A

Where the distribution is concentrated to the left of the graph, with the tail pointing to the right

40
Q

What is a negative skewed distribution?

A

Where the distribution is concentrated to the right of the graph and the tail is pointing to the left.