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In Constructing a Confidence Interval For σ\sigma Or σ2\sigma ^ { 2 }

question 110

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In constructing a confidence interval for σ\sigma or σ2\sigma ^ { 2 } , a table is used to find the critical values χL2\chi _ { L } ^ { 2 } and χ2R\chi \underset { R } { 2 } for values of n101n \leq 101 . For larger values of n,χL2n , \chi _ { L } ^ { 2 } and χR2\chi { } _ { \mathrm { R } } ^ { 2 } can be approximated by using the following formula: χ2=12[±zα/2+2k1]2\chi ^ { 2 } = \frac { 1 } { 2 } [ \pm \mathrm { z } \alpha / 2 + \sqrt { 2 \mathrm { k } - 1 } ] ^ { 2 } where k\mathrm { k } is the number of degrees of freedom and zα/2\mathrm { z } \alpha / 2 is the critical z score. Construct the 90%90 \% confidence interval for σ\sigma using the following sample data: a sample of size n=234\mathrm { n } = 234 yields a mean weight of 155lb155 \mathrm { lb } and a standard deviation of 26.0lb26.0 \mathrm { lb } . Round the confidence interval limits to the nearest hundredth.

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Groupthink

A phenomenon where the desire for group consensus and cohesiveness leads to poor decision-making processes and outcomes.

Maintaining Harmony

The act of keeping relationships or environments peaceful and cooperative.

Critically Thinking

The process of actively and skillfully conceptualizing, applying, analyzing, synthesizing, and evaluating information to reach an answer or conclusion.

Storming Stage

A phase in group development characterized by conflict and competition as members assert their opinions and vie for positions within the group.

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