Question

Given the following: USL = 3.002 LSL = 2.998 Mean (u) = 3.001 Std. Dev. =...

Given the following: USL = 3.002 LSL = 2.998 Mean (u) = 3.001 Std. Dev. = 0.0005 Calculate the % defective @ the upper specification (round to 2 digits).

Math   Statistics-And-Probability   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
H0: u = 735, H1: u > 735 n = 10 mean = 736.5399 Std dev...
H0: u = 735, H1: u > 735 n = 10 mean = 736.5399 Std dev = 18.8971 C = 0.95 a) What test (left tailed or right tailed) is used? b) Is the null hypothesis rejected or do we fail to reject it? Why?
For a process that is in statistical control calculate the Cp and Cpk index given the...
For a process that is in statistical control calculate the Cp and Cpk index given the following data. The appropriate diagram is required if defective parts exist. If there are out of specification parts determine the percentage defective. X doublebar = 3.432,      R bar = .010,          n =5,       LSL = 3.405,            USL = 3.460
Given a process with design nominal = 4 Mils +/- 4 (or USL = 8 and...
Given a process with design nominal = 4 Mils +/- 4 (or USL = 8 and LSL = 0) and Cpk = 1.33. A company decided to implement a system of calling the engineer to adjust the process every time a sample (n = 4) average (xbar) was equal to nominal + ½ specification limits (process average = 6 or 2) What is the total probably of the engineer being called to adjust the process: _____%, or One out of...
A normally distributed risk is described below. Risk: Auto losses Mean: 300,000 Std. Dev. 50,000 What...
A normally distributed risk is described below. Risk: Auto losses Mean: 300,000 Std. Dev. 50,000 What is the probability that losses will be below: 400,000 2 A normally distributed speculative risk is described below. Risk: Exchange rate losses Mean: 50,000 Std. Dev. 100,000 What is the probability that losses will be below: -50,000 3 A normally distributed risk is described below. Risk: Employee injuries Mean: 2,000,000 The risk manager is 99.5% certain that losses will be below 3,000,000. What is...
Given the following data, what is the expected return of stock B? Treynor std. dev. beta...
Given the following data, what is the expected return of stock B? Treynor std. dev. beta risk-free stock 0.212 18% 0.79 2.5% a. 3.16% b. 6.32% c. 9.48% d. 12.64% e. 19.25%
Use the following table to answer the question below. Expected ret. std. dev. S&P500 18% 19%...
Use the following table to answer the question below. Expected ret. std. dev. S&P500 18% 19% T-bill 3% 0% What is the level of risk aversion that will make an investor neither borrow nor lend? Assume that the lending rate equals the T-bill rate. Round your answer to 2 decimal places.
Using the 95% CI given on the prior problem (repeated here); Variable n Sample Mean Std....
Using the 95% CI given on the prior problem (repeated here); Variable n Sample Mean Std. Err. L. Limit U. Limit pH_level 90 4.577889 not given 4.5181427 4.6376348 What are the upper and lower bounds if we had constructed a 90% confidence interval, using the same sample data? a. (4.518 ; 4.638) b. (4.528 ; 4.628) c. (4.559 ; 5.717) d. (4.507 ; 4.649) e. (4.757 ; 4.899)
Summary Statistics for Number of People in Households Place Mean Median Std. dev. IQR n Ealing...
Summary Statistics for Number of People in Households Place Mean Median Std. dev. IQR n Ealing England 1599 4.68 4 2.74 3 85 Bristol RI 1689 5.82 6 2.75 4 72 Nishinomoya Japan 1713 4.99 5 2.51 4 132 Belgrad Serbia 1734 5.41 5 2.62 4 178 Longuenesse France 1778 5.02 5 2.51 4 66 Vaudreuil-Soulanges, Quebec 1851 6.63 7 2.75 4 97 California students, 2008-2009 3.99 4 1.55 2 272 Australian Students, 2008 4.46 4 1.25 1 569 On...
Question 3: Independent-Samples t-Test Group Statistics type of school N Mean Std. Deviation Std. Error Mean...
Question 3: Independent-Samples t-Test Group Statistics type of school N Mean Std. Deviation Std. Error Mean reading score public 168 51.8452 10.42279 .80414 private 32 54.2500 9.19677 1.62578 Independent Samples Test Levene's Test for Equality of Variances t-test for Equality of Means F Sig. t df Sig. (2-tailed) Mean Difference Std. Error Difference 95% Confidence Interval of the Difference Lower Upper reading score Equal variances assumed .564 .453 -1.217 198 .225 -2.40476 1.97519 -6.29986 1.49034 Equal variances not assumed -1.326...
Compute the regression equation (regression coefficient and constant) using data Given X: Mean = 14; Variance...
Compute the regression equation (regression coefficient and constant) using data Given X: Mean = 14; Variance = 8.667; Std Deviation = 2.944. Y: Mean = 13; Variance = 86.667; Std Deviation = 9.309. cross products = 18, 45, 4 , -9, 4, -3, 52. covariance = 15.857143 Correlation = 0.578608 X - u   Y - u       -3       -6   -3      -15    -2                -2         -1       9      2              2          3      ...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT