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I want candy! Mr. Starnes bought some candy for his AP® Statistics class to eat on Halloween. He offered the students an assortment of Snickers®, Milky Way®, Butterfinger®, Twix®, and 3 Musketeers® candies. Each student was allowed to choose one option. Here are the data on the type of candy selected. Make a relative frequency bar graph to display the data. Describe what you see.

Short Answer

Expert verified

The width of the bar must be the same, and the height of the bar must be equal to the frequency.

Step by step solution

01

Step 1. Given information. 

Here are the data on the type of candy selected.

02

Step 2. To display the data, create a relative frequency bar graph. Describe your observations.

Let us first calculate the frequency of each possible outcome in the data set, which is the number of times the outcome appears in the data set.

OutcomeFrequency
Twix10
Butterfinger7
3 Musketeers
2
Snickers8
Milky way3

Bar graph of frequency

The width of the bars must be the same, and the height must be equal to the frequency.

As a results:

The width of the bar must be the same, and the height of the bar must be equal to the frequency.

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Most popular questions from this chapter

Social mediaThe Pew Research Center surveyed a random sample of U.S. teens and adults about their use of social media. The following pictograph displays some results. Explain how this graph is misleading.

Healthy cereal? Researchers collected data on 76 brands of cereal at a local supermarket. 27 For each brand, the sugar content (grams per serving) and the shelf in the store on which the cereal was located (1 = bottom, 2 = middle, 3 = top) were recorded. A dotplot of the data is shown here.

Part (a) Is the variability in sugar content of the cereals on the three shelves similar or different? Justify your answer.

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The following bar graph shows the distribution of favorite subject for a sample of 1000 students. What is the most serious problem with the graph?

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Snickers® are fun! Here are the weights (in grams) of 17 Snickers Fun Size bars from a single bag:

17.117.416,617.417.717.117.317.717.8
19.216.015.916.516.816.517.116.7

Part (a). Make a stemplot of these data.

Part (b). What interesting feature does the graph reveal?

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(a) Find the median.

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