The manager asks you to Set up a single sample inspection plan. She wants the Probability of Acceptance to be 95% for lots with a reject rate of 0.05 and the Probability of Acceptance to be 10% for lots with a fraction defective of 0.15. (Please be detailed on how to come up with the plan- the process- I'm puzzled)
Day | Sample (n) | Number (np) | Proportion (p) |
1 | 500 | 12 | 0.024 |
2 | 500 | 15 | 0.030 |
3 | 500 | 19 | 0.038 |
4 | 500 | 13 | 0.026 |
5 | 500 | 9 | 0.018 |
6 | 500 | 26 | 0.052 |
7 | 500 | 18 | 0.036 |
8 | 500 | 14 | 0.028 |
9 | 500 | 17 | 0.034 |
10 | 500 | 18 | 0.036 |
11 | 500 | 16 | 0.032 |
12 | 500 | 24 | 0.048 |
13 | 500 | 11 | 0.022 |
14 | 500 | 31 | 0.062 |
15 | 500 | 16 | 0.032 |
16 | 500 | 10 | 0.020 |
17 | 500 | 16 | 0.032 |
18 | 500 | 17 | 0.034 |
19 | 500 | 20 | 0.040 |
20 | 500 | 15 | 0.030 |
21 | 500 | 8 | 0.016 |
22 | 500 | 13 | 0.026 |
23 | 500 | 12 | 0.024 |
24 | 500 | 17 | 0.034 |
25 | 500 | 18 | 0.036 |
The manager asks you to Set up a single sample inspection plan. She wants the Probability...
The manager of the Paper Department shows up at your office asking for help. Part A. She has collected the data in Dataset #2 but is unsure whether she wants a p chart or an np chart. She is hoping you can do both and show her how they look. Part B. She also hopes that you have time to set up an incoming inspection plan for her. She doesn’t like the number of bad items coming from the Rock...
Day Sample (n) Number (np) Proportion (p) 1 500 12 0.024 2 500 15 0.030 3 500 19 0.038 4 500 13 0.026 5 500 9 0.018 6 500 26 0.052 7 500 18 0.036 8 500 14 0.028 9 500 17 0.034 10 500 18 0.036 11 500 16 0.032 12 500 24 0.048 13 500 11 0.022 14 500 31 0.062 15 500 16 0.032 16 500 10 0.020 17 500 16 0.032 18 500 17 0.034 19...
A police officer claims that the proportion of accidents that occur in the daytime (versus nighttime) at a certain intersection is 35%. To test this claim, a random sample of 500 accidents at this intersection was examined from police records it is determined that 156 accidents occurred in the daytime. The following is the setup for this hypothesis test: H0:p = 0.35 Ha:p ≠ 0.35 Find the p-value for this hypothesis test for a proportion and round your answer to...
Date DLT Close ASX Index 28/12/14 0.145 5435.899902 4/1/15 0.135 5465.600098 11/1/15 0.1 5299.200195 18/1/15 0.097 5501.799805 25/1/15 0.098 5588.299805 1/2/15 0.082 5820.200195 8/2/15 0.072 5877.5 15/2/15 0.076 5881.5 22/2/15 0.1 5928.799805 1/3/15 0.14 5898.899902 8/3/15 0.135 5814.5 15/3/15 0.12 5975.5 22/3/15 0.1 5919.899902 29/3/15 0.1 5898.600098 5/4/15 0.1 5968.399902 12/4/15 0.091 5877.899902 19/4/15 0.115 5933.299805 26/4/15 0.11 5814.399902 3/5/15 0.215 5634.600098 10/5/15 0.22 5735.5 17/5/15 0.25 5664.700195 24/5/15 0.255 5777.200195 31/5/15 0.185 5498.5 7/6/15 0.195 5545.299805 14/6/15 0.18 5597...
Aitehicles at one location keeps track of the mumber out- of service each day (see VEHICLE). Out of service is use for four or more hours Number Out of Service Proportionn 248 0.004 248 10 0.012 248 0.008 0024 248 15 16 0.032 19 0.016 the centerline and control limits for the appropriate control chart b. Are there any indications of a lack o a lack of control? onstant 224 Part Two Tools and Meshods olytc Sis Exercises afcturer of...
Cascade Mining Company expects its earnings and dividends to increase by 8 percent per year over the next 6 years and then to remain relatively constant thereafter. The firm currently (that is, as of year 0) pays a dividend of $4.5 per share. Determine the value of a share of Cascade stock to an investor with a 11 percent required rate of return. Use Table II to answer the question. Round your answer to the nearest cent. TABLE II Present...
need help with 1-4 ANALYSIS F vs T^2 0.034 0.033 0.032 0.031 0.03 0.029 0.028 0.027 0.026 0.025 26.6 26.4 26.2 25.6 25.8 25.4 25.2 TA2 F vs 1/TA2 0.034 0.033 0.032 0,031 0.03 0.029 0.028 0.027 0.026 0.025 0.0376 0.0378 0.038 0.0382 0.0384 0.0386 0.0388 0.039 0.0392 0.0394 0.0396 1/T^2 26 r vs TA2 0.9 0,8 0.7 0.6 0.5 0.4 0.3 0.2 0.1 65 50 45 40 35 30 TA2 0.9 0.8 0.7 0.6 0.5 0.4 0.3 0.2 0.1...
Lou Barlow, a divisional manager for Sage Company, has an opportunity to manufacture and sell one of two new products for a five- year period. His annual pay raises are determined by his division's return on investment (ROI), which has exceeded 22% each of the last three years. He has computed the cost and revenue estimates for each product as follows: Product A Product B $ 370,000 $ 570,000 Initial investment: Cost of equipment (zero salvage value) Annual revenues and...
please draw a graph thank you. A RELATED PROBLEM: (to be turned in) The carbon dioxide (CO2) content of water in a pond varies continually because of biological activity. Plants take CO2 from apond during the day for photosynthesis and put CO2 into a pond at night. Animals put CO2 into a pond all the time as they breathe. the rate. f@ at which the CO2 content of the water in a pond changes as a function of the timef...
Lou Barlow, a divisional manager for Sage Company, has an opportunity to manufacture and sell one of two new products for a five-year period. His annual pay raises are determined by his division’s return on investment (ROI), which has exceeded 17% each of the last three years. He has computed the cost and revenue estimates for each product as follows: Product A Product B Initial investment: Cost of equipment (zero salvage value) $ 180,000 $ 390,000 Annual revenues and costs:...