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Consider the assembly of three components shown in Figure 9-19. The tolerances for these three components are given in Table. Assume that the tolerances on the components are independent of each other and that the lengths of the components are normally distributed with a capability ratio of 1.
What is the tolerance of the gap? Assuming normality, if specifications for the gap are 0.9± 0.201 cm, what proportion of the assemblies will not meet specifications? How could the proportion of nonconforming assemblies be reduced?
Develop a correlation matrix. What is the correlation between the dependent variable and each of the independent variables? Interpret their managerial implications
If I have a set of values(direct measurements of dynamic deformations of a road at 100m) between 3 and~1000, how can I calculate the 2 characteristical values wich limits the interval including 85,95% of all possible measurements on this road? Using ..
For the same patient, calculate the probability that the patient will exercise both days.
Suppose you toss a die 100 times in a row. What is the probability that you see 4 spots between 10 and 20 times?
Digital data are transmitted as a sequence of signals that represent 0s or 1s. Suppose that such data are being transmitted to a satellite and then relayed to a distant site.
A consumer products company surveys 30 shoppers at a mall and asks each one if he/she likes the packaging of a new soap product. The results of the survey are:
Lotto, a lottery game conducted by the Ohio State Lottery Commission, consisted of selecting six numbers from the 42 numbers 1, 2, ...,41, 42.
two different analytical tests can be used to determine the impurity level in steel alloys. six specimens are used and
1. Determine whether each of the distributions given below represents a probability distribution. Justify your answer. 2. Consider a binomial distribution with 15 identical trials, and a probability of success of 0.5
Adults is approximately normal with a mean of 191 lbs. and a standard deviation of 20 lbs. Using the 68-95-99.7 rule. What percent of males weigh more than 211 lbs?
the mass of a small loaf of bread is normally distributed with mean 500 grams and standard deviation of 20 grams. find
This problem involves calculating and interpreting the 95% confidence interval for a proportion. While you can use SPSS to determine proportions, you need to calculate the confidence interval by hand.
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