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A snhu.sophia.org/spcc/introduction-to-statistics-2-challenge-2-2/12/7487/outliers-and-modified-boxplots-2 UNIT 2 - CHALLENGE 2: Distributions and Measures of Central T Introau C a snhu.sophia.org/spcc/introduction-to-statistics-2-challenge-2-2/12/7487/outliers-and-modified-boxplots-2 UNIT 2 CHALLENGE 2: Distributions and Measures of

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A snhu.sophia.org/spcc/introduction-to-statistics-2-challenge-2-2/12/7487/outliers-and-modified-boxplots-2 UNIT 2 - CHALLENGE 2: Distributions and Measures of Central T

Introau C a snhu.sophia.org/spcc/introduction-to-statistics-2-challenge-2-2/12/7487/outliers-and-modified-boxplots-2 UNIT 2 CHALLENGE 2: Distributions and Measures of Central 10 11 9 8 7 6 5 4 3 2 Jonathan Osters LEARNING OBJECTIVE: Calculate the value of an outlier by using the rule. Using the number of minutes per call in last month's cell phone bill, Alex calculated the upper quartile to 'be 24 minutes and the lower quartile to-be 10 minutes. Any value greater than O b.) 38 O c.) 45 O d.) 34 minutes is an outlier. Sophia Outliers and Sophia make my %vorite ins{ C PDF Version WHAT'S COVERED This tutorial will cover the top discussion breaks down as fc 1. Outliers 2. The 1.5xlQR Rule

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