The breaking strength of nylon ropes made of two different materials (in hundreds of pounds) are shown below. Material 1: 487.3 444.5 467.7 456.3 449.7 459.2 478.9 461.5 477.2 488.5 501.2 475.3 467.2 462.5 Material 2: 499.7 470.0 469.5 481.5 485.2 509.3 479.3 498.3 Can you conclude that the standard deviation of the breaking strength differs between the two materials? Use the a 0.05 level of significance. Show your work including how you get the test statistic and a graph showing the location of the test statistic and the critical value.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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If needed do not use a Pvalue to answer any problem. No credit will be given if a P value is used. Use only criticalvalues.

Page <
of 8
7) The breaking strength of nylon ropes made of two different materials (in hundreds of pounds)
are shown below.
Material 1: 487.3 444.5 467.7 456.3 449.7
459.2 478.9 461.5 477.2
488.5 501.2 475.3 467.2 462.5
Material 2:
499.7470.0 469.5 481.5 485.2
509.3 479.3 498.3
Can you conclude that the standard deviation of the breaking strength differs between the two
materials? Use the a 0.05 level of significance. Show your work including how you get the
test statistic and a graph showing the location of the test statistic and the critical value.
%3D
72°F
Transcribed Image Text:Page < of 8 7) The breaking strength of nylon ropes made of two different materials (in hundreds of pounds) are shown below. Material 1: 487.3 444.5 467.7 456.3 449.7 459.2 478.9 461.5 477.2 488.5 501.2 475.3 467.2 462.5 Material 2: 499.7470.0 469.5 481.5 485.2 509.3 479.3 498.3 Can you conclude that the standard deviation of the breaking strength differs between the two materials? Use the a 0.05 level of significance. Show your work including how you get the test statistic and a graph showing the location of the test statistic and the critical value. %3D 72°F
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