1. The problem asks to create a histogram for the data points representing the points scored by the Hawaii Eagles football team: 17, 33, 28, 23, 10, 42, 3. 2. A histogram groups data into bins (intervals) and counts how many data points fall into each bin. 3. The bins exclude the left endpoint and include the right endpoint, meaning a data point $x$ belongs to a bin $(a,b]$ if $a < x \leq b$. 4. First, find the range of the data: minimum is 3, maximum is 42. 5. Choose bin intervals to cover the range. For example, bins of width 10: (0,10], (10,20], (20,30], (30,40], (40,50]. 6. Count data points in each bin: - (0,10]: includes 3 and 10 (since 10 is included), count = 2 - (10,20]: includes 17, count = 1 - (20,30]: includes 23, 28, count = 2 - (30,40]: includes 33, count = 1 - (40,50]: includes 42, count = 1 7. The histogram bins and counts are: - (0,10]: 2 - (10,20]: 1 - (20,30]: 2 - (30,40]: 1 - (40,50]: 1 This completes the histogram creation based on the given data and bin rules.