39 interquartile range worksheet pdf
Inter-Quartile Range - Even in the unimodal cases, neither the mean nor the median describes the data adequately. - The mean number of legs per Swede is 1.999, clearly theres something more we should know. - The median of {30,31,32} is 31. - The median of {-10000, 31, 10000} is also 31.
A Range: 16, interquartile range: 24. B Range: 24, interquartile range: 16. C Range: 93, interquartile range: 92. D Range: 93, interquartile range: 16. E Range: 24, interquartile range: 92. Q5: The table shows the number of artifacts found by each member of an expedition during an excavation at a historical site.
Interquartile Range- Practice Worksheet 1 Median Median Median 03 Median 03 Median 33 {5, IQR {5,9, IQR ll.s IOR IOR IQR 32 All kinds of math worksheets from:
Interquartile range worksheet pdf
The interquartile range (IQR) is the range of values within which reside the middle 50% of the scores. The lower bound of the interquartile range is called the first quartile (Q1) -- 25% of the scores have a value lower than Q1 and 75% of the scores have a value larger than Q1.
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Interquartile range worksheet pdf.
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Definition Range The spread between the largest data entry and the smallest data entry. Definition Quartiles The points at which the data set is split into 4 equal parts. Definition Interquartile Range [IQR] The data range that contains the middle 50% of the entries. Range = largest number –smallest number IQR = Q 3 –Q 1 Q 2 = median! Q 1 = lower quartile 25% of
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The interquartile range is the difference between the upper quartile and the lower quartile. 14 –8.5 = 5.5. III. Outlier A. What is it?
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