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The applicants who take the CSSBB exam want to understand how the Six Sigma principles and philosophies interact with the organization's culture. Also, they want to learn how the Six Sigma supporting tools and system can contribute to process improvement. In addition, the applicants interested in this exam want to become appreciated team leaders and go deeper in understanding the team dynamics as well as get equipped with how to assign team member’s responsibilities and roles. The individuals who get certified with this exam will gain a solid knowledge of the DMAIC model according to Six Sigma standards. As for the eligibility criteria, the exam-takers must have a minimum of 3 years of experience in the areas included in the CSSBB test Body of Knowledge (BoK). They should also have one or two projects successfully finalized with signed affidavits.
NEW QUESTION # 51
A complex system has many causes and effects. These may be illustrated on which of the following:
Answer: H
NEW QUESTION # 52
A stable, normally distributed process with specification 3.50 .03 has = 3.51 and = .016. What percent of the production violates specification?
Answer: A
NEW QUESTION # 53
This QFD matrix was used in the design process for a ball point pen. What symbol is appropriate for the square labeled 1?
Answer:
NEW QUESTION # 54
The distribution of sample means will approach a normal distribution whenever the
Answer: B
Explanation:
The correct answer is C. sample size is sufficiently large . The CSSBB source states the Central Limit Theorem as follows: as n increases , the sampling distribution of X# approaches a normal distribution with mean # , regardless of the shape of the parent population, assuming finite variance. It further states that the distribution of sample means approaches normal regardless of the shape of the parent population .
This is a foundational concept in Six Sigma statistics because it supports many inferential methods and explains why X# charts work well even when the original population is not perfectly normal. Option A is too restrictive because the theorem does not require the population itself to be normal. Options B and D confuse centering with distribution shape; being centered between specification or control limits has nothing to do with why the sampling distribution becomes normal. The key driver is the sample size . As subgroup size increases, the distribution of sample means becomes more nearly normal. Therefore, the verified CSSBB answer is C .
NEW QUESTION # 55
A company's final assembly area is often in confusion and disorder because containers of subassemblies are sent directly to final assembly as they are completed in other production areas. Which of the following methods is designed to address this type of problem?
Answer: C
Explanation:
The correct answer is D. kanban . The CSSBB source defines kanban as a method of material control intended to provide product with short lead times while reducing inventory and controlling replenishment through pull signals. It describes the system as one in which parts are supplied to the next operation based on a kanban instruction , rather than being sent whenever upstream operations happen to finish.
That fits this question exactly. The problem is that subassemblies are being pushed into final assembly as they are completed, creating confusion and disorder. A kanban system would convert that push behavior into a pull system , so final assembly receives material when it is actually needed and in the right quantity. Standard work helps define the best method, 5S improves workplace organization, and poka-yoke helps prevent errors, but none of those is primarily a material-replenishment control method. Since the root issue is uncontrolled flow of containers into final assembly, the Lean tool designed to address it is kanban . Therefore, the verified answer is D .
NEW QUESTION # 56
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