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Refer to given Exercise. If failed items are replaced with similar items, determine a life testing plan using Handbook H-108.
Exercise A time-terminated life testing plan is to be found that will reject lots that have a mean life of 1400 hours with a probability of 0.05. The rejection number is 7, with a sample size of 35. Determine the plan using Handbook H-108 if the time to failure is exponentially distributed. Items that fail during the test are not replaced.
The products are acceptable and that 30% are defective. If five of the products are randomly selected, find the probability that all five are defective?
a small business just leased a new computer and color laser printer for three years. the service contract for the
Can you please say which formula you're using if any. It's hard for me to understand problems with percents. We have just covered Bayes rule, conditional probability, multiplicative rule, additive rule, complement and independence.
Find the probability of getting all girls. Find the probability of getting at least one child of each sex. Find the probability of getting exactly two children of each sex.
Samples of daily production volume for the three methods are as follows. Assume that these are random samples from the populations of daily production volume. Use the median test to help determine whether the three methods are equally effective.
What is the difference between simple linear and multiple regressions? Give an example of a situation where linear regression might be useful?
Refer to Productivity improvement Problem 16.7. The economist also has information on annual productivity improvement in the prior year and wishes to use this information as a concomitant variable. The data on the prior year's productivity im..
for the data in the following sample8 1 5 1 5a. find the mean and the standard deviation.b. now change the score of x 8
Name and explain the contributions of three Abolitionists that supported and helped African Americans before the Civil War fight slavery?
From this group of 2000 accounts what is the probability that an account has a balance of $500 or more, given that it is 3 or more years old?
Also, if the standard deviation of all pumps σ is unknown, is there an easier formula to estimate the sample size to control the width of the confidence interval? Please explain it.
find the mean and standard deviation of this population. List all possible swamples of size 2. Find the sample average for each sample.
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