A&W Math 11 Section 2.2 Bar graphs.

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Presentation transcript:

A&W Math 11 Section 2.2 Bar graphs

Bar graphs When would we use them? How are they useful?

Bar Graphs Are used to represent discrete sets of data They use rectangular bars to represent the data and therefore the length of each bar is directly related to the number it represents They use whole numbers rather than decimals as we cannot have ½ a person or ½ building

Bar Graphs The bars are either horizontal or vertical There must be spaces between the bars The axes are labeled the same as for broken line graphs with the independent variable on the x-axis and the dependent variable on the y-axis

Bar Graphs Bar graphs can be modified by changing the scale and size to make the graph appear a certain way and influence the viewer's interpretation What is your favourite fruit from the list below? apple, orange, banana, kiwi, blueberry or grapes Let’s create a bar graph and see how it compares to the same question asked of a large group of people

Example Bar Graph: Favourite Fruit

Example 1 (page 80) Let’s run through the answer together.

Choosing a Graph for your Data The type of graph selected is dependent on the type of information being represented As such it is necessary to consider the information provided and determine which graph is the most suitable Let us look at the answer for example 2 (page 86) to see which type of bar graph represents the data best

Double Bar Graph A double bar graph is an example where we have two sets of bars for each x value on the x-axis as such it is important to realize that this enables us to compare two different groups of information Example: two different provinces Let’s run through example 3 on page 90

Stacked Bar Graphs Stacked bar graphs contain two sets of data in this case the bar is a single bar but it is two different colours to show the comparison in a single bar As such the bar appears to be a single piece of information stacked on top of another, however it actually contains two sets of information allowing one to compare the data Let’s run through example 4 (page 94) together

Homework Booklet page 96 to 99 # 1 to 4