11) ACME Steel Inc. produces metal rods. The mean length of all rods produced is 2.5 feet with a population standard deviation of 0.4 feet. However, Quality Control believes that some of their equipment is faulty and is actually producing rods with a mean length of less than 2.5 feet. They test their claim at a 1% significance level by sampling 50 rods and find: Determine: Ho H x = 2.35 feet A p-value p = Decision: Reject H OR Do not reject H 0 0 Conclusion:

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11) ACME Steel Inc. produces metal rods. The mean length of all rods produced is 2.5 feet with a population
standard deviation of 0.4 feet. However, Quality Control believes that some of their equipment is faulty and is
actually producing rods with a mean length of less than 2.5 feet.
They test their claim at a 1% significance level by sampling 50 rods and find:
Determine:
Ho
H
x = 2.35 feet
A
p-value
p =
Decision:
Reject H
OR
Do not reject H
0
0
Conclusion:
Transcribed Image Text:11) ACME Steel Inc. produces metal rods. The mean length of all rods produced is 2.5 feet with a population standard deviation of 0.4 feet. However, Quality Control believes that some of their equipment is faulty and is actually producing rods with a mean length of less than 2.5 feet. They test their claim at a 1% significance level by sampling 50 rods and find: Determine: Ho H x = 2.35 feet A p-value p = Decision: Reject H OR Do not reject H 0 0 Conclusion:
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