Representing data Flashcards

1
Q

What makes up data?

A

Observations/measurements, each recording a value of a particular variable.

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2
Q

What is a qualitative variable?

A

A variable that takes non-numerical values (e.g. names, colours).

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3
Q

What is a quantitative variable?

A

A variable that takes numerical values (e.g. height, age).

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4
Q

What is a discrete quantitative variable?

A

A variable that can only take certain values - there are ‘gaps’ between possible values (e.g. you can’t take a shoe size of 9.664)

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5
Q

What is a continuous quantitative variable?

A

A variable that can take any value within a particular range (e.g. height or mass)

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6
Q

What is an upper class boundary?

A

The largest data value that would be included in that class. (If the data is continuous the upper class boundary of a class will be the same as the lower class boundary of the next class.)

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7
Q

What is a lower class boundary?

A

The lowest value that would be included in that class.

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8
Q

How do you find the class width of a class?

A

upper class boundary - lower class boundary

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9
Q

How do you find the midpoint of a class?

A

(lower class boundary + upper class boundary)/2

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10
Q

How do you plot a frequency polygon?

A

Take the midpoint of each class. Plot the midpoints on the x-axis and the corresponding frequency on the y-axis

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11
Q

How do you find the frequency density?

A

frequency/class width

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12
Q

How do you plot a histogram?

A

Plot the values of the variable on the x-axis and the frequency density on the y-axis. Plot boxes the width of the class width and height of the frequency density.

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13
Q

How do you find frequency on a histogram?

A

The area of a box shows the frequency for that class width.

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14
Q

How do you find the proportion of data values in a class from a histogram?

A

area of class/total area of all bars

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15
Q

How do you draw a stem and leaf diagram?

A

Find the lowest common digit and use this and the digits above as the stem. Use the leftover digits for the leaves. Always write a key.

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16
Q

What does it mean if data is symmetrical?

A

The data is symmetrical about the mean and the median which are roughly equal.

17
Q

What does it mean if data is positively skewed?

A

The data is concentrated in the lower part of the range (on the left).

18
Q

What does it mean if data is negatively skewed?

A

The data is concentrated in the upper part of the range (on the right).

19
Q

What does it mean if data is unimodal?

A

The data has one point where the distribution ‘peaks’.

20
Q

What does it mean if data is bimodal?

A

The data has two points where the distribution ‘peaks’.