Check conditions for using a t-distribution based on the graph and sample size (n=12). Determine which descriptions in the list apply to each graph. Check all that apply. A complete answer should have three items checked (sample size, shape, overall). OOOOO The sample size is large enough to satisfy the rule of thumb without considering shape The sample size is not large enough to satisfy the rule of thumb without considering shape The graph has substantial skew and/or outliers The graph shows little to no skew and does not have obvious outliers Conditions for using a t-distribution are met Conditions for using a t-distribution are not met

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section: Chapter Questions
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Check conditions for using a t-distribution based on the graph and sample size (n=12). Determine which descriptions in the list apply to each graph. Check all that apply.
A complete answer should have three items checked (sample size, shape, overall).
0000
6
7
The sample size is large enough to satisfy the rule of thumb without considering shape
The sample size is not large enough to satisfy the rule of thumb without considering shape
The graph has substantial skew and/or outliers
2
The graph shows little to no skew and does not have obvious outliers
Conditions for using a t-distribution are met
Conditions for using a t-distribution are not met
Transcribed Image Text:Check conditions for using a t-distribution based on the graph and sample size (n=12). Determine which descriptions in the list apply to each graph. Check all that apply. A complete answer should have three items checked (sample size, shape, overall). 0000 6 7 The sample size is large enough to satisfy the rule of thumb without considering shape The sample size is not large enough to satisfy the rule of thumb without considering shape The graph has substantial skew and/or outliers 2 The graph shows little to no skew and does not have obvious outliers Conditions for using a t-distribution are met Conditions for using a t-distribution are not met
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