Math

StatisticsQ&A LibraryA specialty company manufactures ceramic brake pads for use in passenger aircraft brakes, and they have to meet certain strength requirements. The company makes these pads at two facilities, one in Kansas and the other in Florida. Ideally, these two facilities should be manufacturing pads to the same consistent quality. Two samples were obtained from the facilities, and the sample statistics are shown below. Kansas Florida Number of pads = 240 mean = 688.9987 standard deviation = 65.54909 Number of pads = 240 mean = 611.1559 standard deviation = 61.85425 Based on the data, and at a 5% level of significance, is there any difference in the variability of the strength of pads produced by these two facilities?Start your trial now! First week only $4.99!*arrow_forward*

Question

A specialty company manufactures ceramic brake pads for use in passenger aircraft

brakes, and they have to meet certain strength requirements. The company makes these pads at

two facilities, one in Kansas and the other in Florida. Ideally, these two facilities should be

manufacturing pads to the same consistent quality. Two samples were obtained from the facilities,

and the sample statistics are shown below.

Kansas Florida

Number of pads = 240

mean = 688.9987

standard deviation = 65.54909

Number of pads = 240

mean = 611.1559

standard deviation = 61.85425

Based on the data, and at a 5% level of significance, is there any difference in the variability of

the strength of pads produced by these two facilities?

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