Presentation of data Flashcards

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1
Q

What do discrète and continuous variables give rise to

A

Qualitative, quantitative or ranked data

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2
Q

What’s qualitative data definition

A

Data which is subjective and descriptive

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3
Q

What is quantitative data definition

A

Data which can be measured objectively, usually with a numerical value

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4
Q

What is ranked data definition

A

Data transformation in which numerical values are replaced be their rank when data is sorted from lowest to highest

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5
Q

What are error bars

A

Are graphical representations of the variability of data and used on graphs to indicate the error or uncertainty in a reported measurement

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6
Q

What do large error bars indicate

A

High variability

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7
Q

What is correlation definition

A

A relationship between two variables where they both follow the same pattern. Correlation is an association and does not imply causation.

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8
Q

What’s a positive correlation definition

A

Exists when an increase in one variable is accompanied by an increase in the other variable

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9
Q

What’s negative correlation definition(look at graphs in jotter)

A

Exists when an increase in one variable is accompanied by a decrease in the other variable

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10
Q

The types of variables being investigated has consequences on what

A

For any graphical display or statistical tests that may be used

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11
Q

What happens to the graph when there is a string positive correlation

A

Increase

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12
Q

What happens to the graph when there is a weak negative correlation

A

Decrease

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13
Q

What does the graph look like when there is no correlation

A

Dots spread out everywhere

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14
Q

When does correlation exist

A

When there is a relationship between two variables

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15
Q

What’s the order of values in a box plot

A

Median, lower quartile, upper quartile and inter quartile range

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16
Q

When does causation exist

A

If the changes in the values of the independent variable are known to cause changes to the value of the dependent variable

17
Q

What is strength if correlation proportional to

A

Spread of values from line of best fit