The data show the heights (in feet) of notable waterfalls in North America. 194 276 833...

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The data show the heights (in feet) of notable waterfalls in North America. 194 276 833 600 90 640 620 370 594 574 317 300 Source: National Geographic Society 420 68 76 53 70 215 850 256 300 268 165 132 308 109 212 187 1. Organize the data using 6 classes. 2. Draw a histogram, a frequency polygon, and an ogive for the data, using frequencies. 3. Repeat part 2 for relative frequencies. 4. Show the data in the using pie chart. 5. Determine the mean, median, and mode of the data. 6. Find the variance and standard deviation for grouped data. The data show the heights (in feet) of notable waterfalls in North America. 194 276 833 600 90 640 620 370 594 574 317 300 Source: National Geographic Society 420 68 76 53 70 215 850 256 300 268 165 132 308 109 212 187 1. Organize the data using 6 classes. 2. Draw a histogram, a frequency polygon, and an ogive for the data, using frequencies. 3. Repeat part 2 for relative frequencies. 4. Show the data in the using pie chart. 5. Determine the mean, median, and mode of the data. 6. Find the variance and standard deviation for grouped data.

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To organize the data into six classes we need to determine the class intervals and count the frequency of data falling within each interval Lets start by organizing the data into classes 1 Organizing ... View the full answer