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At the insistence of a government inspector, a new safety device is installed in an assembly-line operation. After the installation of this device, a random sample of 8 days' output gave the following results for numbers of finished components produced:
618
660
638
625
571
598
639
582
Management is concerned about the variability of daily output and views any variance above 500 as undesirable. Test, at the 10% significance level, the null hypothesis that the population variance for daily output does not exceed 500.
State the null and an alternate statement for the test and Extrinsic variable by Position Type - Identify the significance level, the test statistic, and the critical value and state whether you are rejecting or failing to reject the null hypothesis ..
in studies for a medication 13 percent of patients gain weight as a side effect. suppose 514 patients are randomly
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an automobile insurance firm wants to find the average amount per claim for auto body repairs. its summary records
What is the point estimate of the population mean? Using the 95 percent level of confidence, determine the confidence interval for μ.
How would to solve this statistics question. In a gallop pill of 1,038 adults ,540 said that second-hand smoke is very harmful. What percentage of adults who said second-hand smoke is very harmful?
according to a recent survey about 33 of americans polled said that they would likely purchase reusable cloth bags for
Determine the sample proportion of P&G workers who participate in 401(k) accounts. Determine the sampling error if in reality P&G workers have the same proportion of participants in 401(k) accounts as does the rest of the nation.
A machine for making nuts is known to create nuts with a standard deviation in size of 0.20mm. A tradesman is required to adjust the machine to make 49mm nuts.
the presence of carbohydrate-deficient transferritin cbt in the blood is a marker for alcohol abuse. a study was
The 97.5% CI for mean changes in Group B minus mean change in Group A is (-4.7 to -0.9). Suppose we want to compute a two-sided p-value to compare the two groups.
use the given information to find the minimum sample size required to estimate an unknown population mean. how many
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