Consider a set of data that has mean u=72 and standard deviation a= 12 In a), and b) assume the distribution of the data is approximately normally distributed (mound-shaped) so that the empirical rule applies. a) Estimate the percentage of the data within the range (48, 96). b) Estimate the percentage of the data within the range (60, 84). In c) and d) assume we have no knowledge about the distribution of the data, and that it may possibly be irregularly shaped. Apply Tchebychev's inequality in this setting. c) What is the smallest percentage of data that could be within the range (48, 96)? d) What is the smallest percentage of data that could be within the range (54, 90)?

Consider a set of data that has mean u=72 and standard deviation a= 12 In a), and b) assume the distribution of the data is approximately normally distributed (mound-shaped) so that the empirical rule applies. a) Estimate the percentage of the data within the range (48, 96). b) Estimate the percentage of the data within the range (60, 84). In c) and d) assume we have no knowledge about the distribution of the data, and that it may possibly be irregularly shaped. Apply Tchebychev's inequality in this setting. c) What is the smallest percentage of data that could be within the range (48, 96)? d) What is the smallest percentage of data that could be within the range (54, 90)?

Name: Can someone please help me with these. Consider a set of data that has
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Description: Can someone please help me with these. Consider a set of data that has mean = 72 and standard deviation g= 12In a), and b) assume the distribution of the data is approximately normally distributed (mound-shaped) so that the empirical rule applies.a)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.5: Comparing Sets Of Data

Problem 14PPS

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