Presenting Data Flashcards

1
Q

What is qualitative data.

A

Non-numerical data/categorical.
Blood group.
Hair colour.

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2
Q

What is discrete data?

A

Numerical data that can only take certain values in a range.
Shoe size.
Number of patients.

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3
Q

How can you present qualitative and discrete data?

A

Using bar charts and pie charts.

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4
Q

What do you put on y axis?

A

The thing being measured.

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5
Q

What do you put on x axis?

A

The categories.

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6
Q

When completing a bar chart, what do you need to ensure?

A

Y and X axis are labelled.
Width of each bar is the same.
Bars evenly spaced out.

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7
Q

What is continuous data?

A

Data that can take any value in a range.
Height.
Weight.

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8
Q

How can you present continuous data?

A

Line graph.

Histograms.

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9
Q

What do line graphs show?

A

How a variable changed over time.

Data on both axes is continuous.

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10
Q

What do histograms do?

A

Display frequency when the independent variable is continuous.
The area of the bar represents frequency
Height of each bar is called the frequency density.

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11
Q

Formula for frequency density.

A

Frequency density = frequency divided by class width.

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12
Q

What are do scattergraphs show?

A

How 2 variables are related.
Both variables much be numbers.
Never join crosses on graph.
However, you can draw a line of best fit to see the the correlation.

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13
Q

What does a line of best fit show?

A

The overall trend not the individual changes.

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14
Q

What is rate a measure of?

A

How much something is changing over time.

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15
Q

Formula for gradient.

A

Gradient = change in y divided by change in x.

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16
Q

How do you find the rate on a linear graph?

A

By finding the gradient of line (use equation).

17
Q

Write the equation for a straight line.

A
y = mx + c.
m = gradient.
c = y-intercept.
18
Q

How do you find the rate on a curved graph?

A

Draw a tangent.
A tangent is a straight line that touches a single point on the curve.
Then calculate gradient of tangent.