Chart cons 3D Models - SmartArt Screenshot Get Add-ins W My Add-ins - Wikipedia Links Comment Online Video Header Footer 6 Page Number Header & Footer Illustrations Add-ins Media Comments Part A 0 Fill in all the missing values in the following OC table: Pa(Ac1) 6 % Part B 0: Add an AOQ column to the above table and insert the appropriate AOQ for each of the p% values in the table. Part CO: Based on the data in Part B. what is the AOQL for this acceptance sampling plan? Part 1 0: If the incoming quality has been 4% defective, what is the ATI for the acceptance sampling plan in Part B. Show the equation you used the numbers you used in that equation, and your final answer to a whole number Problem Four 0 Part AO: A company wishes to use ANSI ASQ Z1.4 for the inspection of their incoming purchased parts. Each shipment contains 600 parts. If the company wishes to use an AOQ = 2.5% then fill in the missing values below: The Code Letter is. The Sample Size is: The Acceptance Number 15. The Rejection Number is: Part B 0: Clearly and completely explain how the above acceptance sampling plan would be implemented and used on a regular basis. Problem One 0 A shipment of forty cases of canned food was received at a food warehouse. The shipping document shows that there are 4 cases of canned tomatoes, 6 cases of canned milk, 12 cases of canned beans, and 18 cases of canned soup. However the company that put the cans into the cases forgot to put a label on the outside of each case that showed what type of canned food was inside each case. Therefore the type of food inside each case will have to be identified by the company receiving the shipment Part A 0 If one case is selected at random from the shipment of 40 cases, what is the chance the case will contain canned beans? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Part B 0: If one case is selected at random from the shipment of 40 cases, what is the chance the case will contain either canned tomatoes or canned soup? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Part C 0: If one case is selected at random from the shipment of 40 cases, and then another case is immediately selected from the remaining cases, what is the chance that both cases will contain canned milk? Show the equation you used the mmbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage. Problem Two Part AO. A shipment of forty cases of canned food was received at a food warehouse. The supplier has a history of including a case of canned food in a shipment where all the canned food in the case has passed its expiration date and this happens with approximately 15% of all the cases shipped. If a sample of 20 cases is selected at random from the shipment, what is the chance of finding two cases of expired canned food in the sample? Show the equation you used the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage. Part B 0: A manufacturing process makes electrical circuit boards to very precise quality and electrical specifications and 20% of the circuit boards that are made do not meet the specifications and those circuit boards are therefore defective. If a sample of 30 circuit boards are selected at random what is the chance of finding exactly 3 defective circuit boards in the sample of 30 circuit boards? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Problem Three An incoming shipment from a supplier contains 1.400 parts. A sample of 80 parts is selected at random from the shipment and inspected. If I or fewer bad parts are found in the sample of 80 parts then the entire shipment of 1,400 parts will be accepted. If 2 or more bad parts are found in the sample of 80 parts then the entire shipment will be rejected Construct an OC curve based on this information Chart cons 3D Models - SmartArt Screenshot Get Add-ins W My Add-ins - Wikipedia Links Comment Online Video Header Footer 6 Page Number Header & Footer Illustrations Add-ins Media Comments Part A 0 Fill in all the missing values in the following OC table: Pa(Ac1) 6 % Part B 0: Add an AOQ column to the above table and insert the appropriate AOQ for each of the p% values in the table. Part CO: Based on the data in Part B. what is the AOQL for this acceptance sampling plan? Part 1 0: If the incoming quality has been 4% defective, what is the ATI for the acceptance sampling plan in Part B. Show the equation you used the numbers you used in that equation, and your final answer to a whole number Problem Four 0 Part AO: A company wishes to use ANSI ASQ Z1.4 for the inspection of their incoming purchased parts. Each shipment contains 600 parts. If the company wishes to use an AOQ = 2.5% then fill in the missing values below: The Code Letter is. The Sample Size is: The Acceptance Number 15. The Rejection Number is: Part B 0: Clearly and completely explain how the above acceptance sampling plan would be implemented and used on a regular basis. Problem One 0 A shipment of forty cases of canned food was received at a food warehouse. The shipping document shows that there are 4 cases of canned tomatoes, 6 cases of canned milk, 12 cases of canned beans, and 18 cases of canned soup. However the company that put the cans into the cases forgot to put a label on the outside of each case that showed what type of canned food was inside each case. Therefore the type of food inside each case will have to be identified by the company receiving the shipment Part A 0 If one case is selected at random from the shipment of 40 cases, what is the chance the case will contain canned beans? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Part B 0: If one case is selected at random from the shipment of 40 cases, what is the chance the case will contain either canned tomatoes or canned soup? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Part C 0: If one case is selected at random from the shipment of 40 cases, and then another case is immediately selected from the remaining cases, what is the chance that both cases will contain canned milk? Show the equation you used the mmbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage. Problem Two Part AO. A shipment of forty cases of canned food was received at a food warehouse. The supplier has a history of including a case of canned food in a shipment where all the canned food in the case has passed its expiration date and this happens with approximately 15% of all the cases shipped. If a sample of 20 cases is selected at random from the shipment, what is the chance of finding two cases of expired canned food in the sample? Show the equation you used the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage. Part B 0: A manufacturing process makes electrical circuit boards to very precise quality and electrical specifications and 20% of the circuit boards that are made do not meet the specifications and those circuit boards are therefore defective. If a sample of 30 circuit boards are selected at random what is the chance of finding exactly 3 defective circuit boards in the sample of 30 circuit boards? Show the equation you used, the numbers you used in that equation, and exactly how you arrived at your final answer expressed as a percentage Problem Three An incoming shipment from a supplier contains 1.400 parts. A sample of 80 parts is selected at random from the shipment and inspected. If I or fewer bad parts are found in the sample of 80 parts then the entire shipment of 1,400 parts will be accepted. If 2 or more bad parts are found in the sample of 80 parts then the entire shipment will be rejected Construct an OC curve based on this information