RM - Display of quantitative data and data distributions Flashcards

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1
Q

What is a bar chart?

A

A graph used to represent the frequency of data; the categories on the x-axis have no fixed order and there is no true zero.

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2
Q

What is a histogram?

A

A type of frequency distribution in which the number of scores in each category of continuous data are represented by vertical columns. There is a true zero and no spaces between the bars.

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3
Q

What does it mean if there is a negative skewed distribution?

A

Most of the scores are bunched towards the right. The mode is to the right of the mean because the mean is affected by the extreme scores tailing off to the left.

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4
Q

What does it mean if there is a normal distribution?

A

A symmetrical bell-shaped frequency distribution. This distribution occurs when certain variables are measured, such as IQ or the life of a light bulb. Such ‘events’ are distributed in such a way that most of the scores are clustered close to the mid-point; the mean, median and mode are at the mid-point.

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5
Q

What does it mean if there is a positive skewed distribution?

A

Most of the scores are bunched towards the left. The mode is to the left of the mean because the mean is affected by the extreme scores tailing off to the right.

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6
Q

What does is mean if there is a skewed distribution?

A

A distribution is skewed if one tail is longer than another, signifying that there are a number of extreme values to one side or the other of the mid-score.

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7
Q

How to you display quantitative data?

A

Graphs and tables.

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8
Q

What are 5 key points on how graphs/tables should be drawn/what should they include?

A

Simple so easily read.
Clearly show the findings from the study.
Have a short but informative title.
Clearly labelled axis.
Use squared paper if hand-drawing graphs.

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9
Q

Which variable goes on the x-axis?

A

Independent

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10
Q

What are the measurements collected in a research study referred to as?

A

Raw data

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11
Q

What does ‘raw data’ mean?

A

Numbers (measurements) that haven’t been before any descriptive statistics have been carried

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12
Q

What data is set out in a table?

A

Raw data

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13
Q

How can raw data be set out?

A

In a table and/or summarised using measures of central tendency and dispersion.

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14
Q

What are summary tables useful for?

A

Interpreting findings.

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15
Q

What does the height of each bar in a bar chart represent?

A

The frequency of each item.

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16
Q

What are bar charts suitable for?

A

Data that isn’t continuous (has no particular order) such as categorical or nominal data.

17
Q

Are there gaps in bar charts between bars?

A

Yes

18
Q

Why are there gaps in between bar chart bars?

A

To indicate the lack of continuity.

19
Q

How is a histogram different to a bar chart?

A

In a histogram, the area between the bars must be proportional to the frequencies represented.

20
Q

What type of data has to be shown on the x-axis of a histogram and what doe this mean?

A

Continuous meaning you can’t draw a histogram with data in categories.

21
Q

Can you draw a histogram with data in categories?

A

No because it is a representation of continuous data only.

22
Q

Are there gaps between bars in a histogram?

A

No

23
Q

What does a line graph have on the x-axis?

A

Continuous data

24
Q

How does a line graph represent data?

A

Dots at the top of each ‘bar’ with lines joining up the dots.

25
Q

What are scatter diagram used for?

A

Correlational analysis

26
Q

What is a distribution?

A

The overall pattern of data.

27
Q

What shape is the normal distribution?

A

A classic bell-shaped curve.