Chapter 1 - Describing data: graphical Flashcards

1
Q

Population

A

A complete list of all items of interest in research

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2
Q

Sample

A

A specific part of the population

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3
Q

Simple random sampling

A

A manner of selecting a sample of objects out of a population

A way which each member of the population is chosen completely by chance

The selection of one member does not have an influence on the probability of another member in the population being chosen

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4
Q

Systematic sampling

A

Involves the selection of samples out of a list of the population

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5
Q

Parameter

A

A numerical measure that describes a specific characteristic of a population

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6
Q

Statistic

A

A numerical value that describes a specific characteristic of a sample

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7
Q

Sampling error

A

Often results from the fact that only information about a part of the entire population is available

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8
Q

Nonsampling errors

A

A type of error that can always occur

Unrelated to the kind of sampling procedure used

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9
Q

Examples of non sampling errors include

A

The population sampled is not the relevant one

Survey subjects may give inaccurate or dishonest answers

There may be no response to survey questions

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10
Q

Descriptive statistics

A

Focuses on graphical and numerical procedures that are used to summarise and process data

Describes the overall data

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11
Q

Inferential statistics

A

Focuses on using the data to make predictions, forecasts, and estimates to make better decisions

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12
Q

Categorical variables

A

Produce responses that belong to groups and categories

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13
Q

Numerical variables

A

Can be split up into discrete and continuous variables

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14
Q

Discrete variables

A

Countable values

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15
Q

Continuous variables

A

Can take on any value within a given range of real numbers and usually arises from a measurement

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16
Q

Qualitative data

A

There is no measurable meaning to the ‘difference’ in numbers

17
Q

Quantitative data

A

There is a measurable meaning to the difference in numbers

18
Q

Nominal scale

A

A scale used for labelling variables into distinct groups

19
Q

Ordinal scale

A

A variable measurement scale used to depict the order of variables but not the difference between each of the variables

20
Q

Interval scale

A

A numerical scale where the order of the variables as well as the difference between these variables is known

21
Q

Ratio scale

A

Almost the same as the interval scale

However it does have zero point

22
Q

Frequency distribution

A

A table used to organise data

Left column includes all possible responses on a variable being studied

The right column is a list of the frequencies, or number of observation, for each class

23
Q

Relative frequency distribution

A

Obtained by dividing each frequency by the number of observation and multiplying the resulting value by 100%

24
Q

Cross table

A

Lists the number of observations for every combination of values for two categorical or ordinal variables

25
Q

Pie chart

A

Used to draw attention to the proportion of frequencies in each category

26
Q

Pareto diagram

A

A bar chart that displays the frequency of defect causes

The bar on the left indicates the most frequent cause

The bar on the right indicate causes with decreasing frequencies

27
Q

Why is the Pareto diagram used?

A

Separate the vital few with the trivial many

28
Q

What are the 3 rules when constructing a frequency distribution

A

Determine k, the number of classes. This is decided in an arbitrary manner

Classes should be the same width, w. The width, w

Classes must be inclusive and non overlapping

29
Q

How to calculate the class width

A

(Largest observation - small observation)/number of classes

30
Q

Cumulative frequency distribution

A

Contains the total number of observation whose values are less than the upper limit for each class

We construct a cumulative frequency distribution by adding the frequencies of all frequency distribution classes up to and including the present class

31
Q

Relative cumulative frequency distribution

A

Cumulative frequencies can be expressed as cumulative proportion or percentages

32
Q

Histogram

A

A graph that consists of vertical bars constructed on a horizontal line that is marked off with intervals for the variable being displayed

33
Q

Ogive

A

A line that connects points that re the cumulative percent of observations below the upper limit of each interval in a cumulative frequency distribution

34
Q

Stem and leaf display

A

Alternative to the histogram

Data are grouped according to their leading digits and the final digits are listed separately for each member of a class

35
Q

Scatter plot

A

Can be prepared by locating one point for each pair of two variables that represent an observation in the data set

36
Q

What does a scatter show?

A

The range of each variable

The pattern of values over the range

A suggestion as to a possible relationship between the two variables

An indication of outliers