Cost per serving (in cents) for six high-fiber cereals rated very good and for nine high-fiber cereals rated good are shown below. Cereals Rated Very Good 44 47 63 43 17 76 Cereals Rated Good 73 30 52 52 69 41 47 29 USE SALT 56 Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated very good. lower quartile cents median cents upper quartile cents interquartile range cents Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated good. lower quartile cents median cents upper quartile cents interquartile range cents Write a few sentences describing how these two data sets differ with respect to center and variability. Use the summary statistics found above to support your statements. The median cost per serving is --Select... ✓for cereals rated good compared to cereals rated very good. The interquartile range is --Select-- ✓for cereals rated good compared to cereals rated very good, reflecting a -Select-- spread in the distribution for cereals rated g

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Cost per serving (in cents) for six high-fiber cereals rated very good and for nine high-fiber cereals rated good are shown below.
Cereals Rated Very Good
44 47 63 43 17 76
Cereals Rated Good
73 30 52 52
USE SALT
69 41 47 29 56
Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated very good.
lower quartile
cents
median
upper quartile
interquartile range
cents
cents
cents
Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated good.
lower quartile
cents
median
cents
upper quartile
cents
interquartile range
cents
Write a few sentences describing how these two data sets differ with respect to center and variability. Use the summary statistics found above to support your statements.
The median cost per serving is ---Select--- ✓for cereals rated good compared to cereals rated very good. The interquartile range is ---Select--- ✓for cereals rated good compared to cereals rated very good, reflecting a [---Select--- spread in the distribution for cereals rated good.
Transcribed Image Text:Cost per serving (in cents) for six high-fiber cereals rated very good and for nine high-fiber cereals rated good are shown below. Cereals Rated Very Good 44 47 63 43 17 76 Cereals Rated Good 73 30 52 52 USE SALT 69 41 47 29 56 Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated very good. lower quartile cents median upper quartile interquartile range cents cents cents Compute the lower quartile, median, upper quartile, and interquartile range for the cereals rated good. lower quartile cents median cents upper quartile cents interquartile range cents Write a few sentences describing how these two data sets differ with respect to center and variability. Use the summary statistics found above to support your statements. The median cost per serving is ---Select--- ✓for cereals rated good compared to cereals rated very good. The interquartile range is ---Select--- ✓for cereals rated good compared to cereals rated very good, reflecting a [---Select--- spread in the distribution for cereals rated good.
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