The coach of the middle school track team collects data on the long jump. He records the length of the best jump in inches for each student. The results are shown in the table below.
Jump Results (inches)
81.2 62.8 70.6 74.4 56.7
72.8 61.3 64.9 59.2 68.2
77.5 67.2 76.7 71.1 61.9
Select all the histograms that accurately show the given data.
Unfortunately, as a text-based AI model, I cannot directly view or analyze visual content such as histograms. However, I can assist you in understanding the concept and requirements for constructing an accurate histogram.
To construct a histogram for the given data, you need to create a frequency distribution by organizing the data into intervals or bins. The vertical axis of the histogram represents the frequency or count of values within each interval, while the horizontal axis represents the intervals themselves.
Since we do not have access to the histograms in question, you can evaluate them based on the following criteria:
1. Each histogram should have non-overlapping, equal-width intervals/bins.
2. The height or frequency of each bar in the histogram should correspond to the number of values falling within that interval.
3. The histogram should be labeled clearly, including appropriate axis labels and a title.
By comparing the provided histograms to these criteria, you can determine which ones accurately represent the data.