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(b) Explain why the sample standard deviation, s 0.00001, is less than 0.00002, yet the statistical test procedure results do not support the claim. 9-82. A biotechnology company produces a therapeutic drug whose concentration has a standard deviation of 4 grams per liter. A new method of producing this drug has been proposed, although some additional cost is involved. Management will authorize a change in production technique only if the standard deviation of the concentration in the new process is less than 4 grams per liter. The researchers chose n 10 and obtained the following data in grams per liter. Perform the necessary analysis to determine whether a change in production technique should be implemented. 16.628 16.622 16.627 16.623 16.618 16.630 16.631 16.624 16.622 16.626

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9-83. Consider the 40 observations collected on the number of nonconforming coil springs in production batches of size 50 given in Exercise 6-79. (a) Based on the description of the random variable and these 40 observations, is a binomial distribution an appropriate model Perform a goodness-of- t procedure with 0.05. (b) Calculate the P-value for this test. 9-84. Consider the 20 observations collected on the number of errors in a string of 1000 bits of a communication channel given in Exercise 6-80. (a) Based on the description of the random variable and these 20 observations, is a binomial distribution an appropriate model Perform a goodness-of- t procedure with 0.05. (b) Calculate the P-value for this test. 9-85. Consider the spot weld shear strength data in Exercise 6-23. Does the normal distribution seem to be a reasonable model for these data Perform an appropriate goodness-of- t test to answer this question. 9-86. Consider the water quality data in Exercise 6-24. (a) Do these data support the claim that mean concentration of suspended solids does not exceed 50 parts per million Use 0.05. (b) What is the P-value for the test in part (a) (c) Does the normal distribution seem to be a reasonable model for these data Perform an appropriate goodnessof- t test to answer this question. 9-87. Consider the golf ball overall distance data in Exercise 6-25. (a) Do these data support the claim that the mean overall distance for this brand of ball does not exceed 270 yards Use 0.05. (b) What is the P-value for the test in part (a)

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(c) Do these data appear to be well modeled by a normal distribution Use a formal goodness-of- t test in answering this question 9-88 Consider the baseball coef cient of restitution data in Exercise 8-79 If the mean coef cient of restitution exceeds 0635, the population of balls from which the sample has been taken will be too lively and considered unacceptable for play (a) Formulate an appropriate hypothesis testing procedure to answer this question (b) Test these hypotheses using the data in Exercise 8-79 and draw conclusions, using 001 (c) Find the P-value for this test (d) In Exercise 8-79(b), you found a 99% con dence interval on the mean coef cient of restitution Does this interval, or a one-sided CI, provide additional useful information to the decision maker Explain why or why not 9-89 Consider the dissolved oxygen data in Exercise 8-81.

Water quality engineers are interested in knowing whether these data support a claim that mean dissolved oxygen concentration is 25 milligrams per liter (a) Formulate an appropriate hypothesis testing procedure to investigate this claim (b) Test these hypotheses, using 005, and the data from Exercise 8-81 (c) Find the P-value for this test (d) In Exercise 8-81(b) you found a 95% CI on the mean dissolved oxygen concentration Does this interval provide useful additional information beyond that of the hypothesis testing results Explain your answer 9-90 The mean pull-off force of an adhesive used in manufacturing a connector for an automotive engine application should be at least 75 pounds This adhesive will be used unless there is strong evidence that the pull-off force does not meet this requirement A test of an appropriate hypothesis is to be conducted with sample size n 10 and 005.

This Fail method outputs debug information and is typically used inside exception catch blocks. The Fail event is essentially an Assert method that always evaluates to false. Like Assert, this method has a message parameter and a detail message parameter. The following is an example of the Fail method:

Assume that the pull-off force is normally distributed, and is not known (a) If the true standard deviation is 1, what is the risk that the adhesive will be judged acceptable when the true mean pull-off force is only 73 pounds Only 72 pounds (b) What sample size is required to give a 90% chance of detecting that the true mean is only 72 pounds when 1 (c) Rework parts (a) and (b) assuming that 2 How much impact does increasing the value of have on the answers you obtain.

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