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ASQ Six Sigma Black Belt Certification - CSSBB Sample Questions (Q154-Q159):
NEW QUESTION # 154
Calculate the Rolled Throughput Yield of this process using this data.
DatA. unit input: 1450, unit output: 1390, defects repaireD. 320, scrap: 60
- A. 72.66%
- B. 71.33%
- C. 73.79%
- D. 77.93%
Answer: A
NEW QUESTION # 155
This table displays the inventory of fasteners in a storage cabinet.
An item is selected at random from the fastener cabinet. Find the approximate probability it is size
3/4.
- A. .03
- B. .11
- C. none of the above
- D. .85
- E. .185
Answer: B
NEW QUESTION # 156
Please refer to the following line balance chart.
Which station is meeting customer demand?
- A. 0
- B. 1
- C. 2
- D. 3
Answer: B
Explanation:
In line balancing and Lean Six Sigma production systems, customer demand is represented by takt time, which is the maximum allowable cycle time for each station in order to meet demand. Any station with a cycle time less than or equal to takt time is capable of meeting customer demand, while stations exceeding takt time create bottlenecks and prevent the line from keeping up with demand.
From the chart, the takt time is shown as approximately 30 seconds. The cycle times of the stations are:
Station 1 = 50 (above takt, cannot meet demand)
Station 2 = 30 (equal to takt)
Station 3 = 20 (below takt)
Station 4 = 50 (above takt)
Station 5 = 20 (below takt)
Station 6 = 25 (below takt)
However, the question asks which station is meeting customer demand, meaning the station that is aligned with the takt requirement for balanced flow. A station operating exactly at takt time represents a perfectly balanced station, matching customer demand without overproduction or idle capacity.
Station 2 operates at 30 seconds, which matches the takt time exactly.
Therefore, the correct answer is B (Station 3)? Wait actually-since the options given are 2, 3, 5, 6 and Station 2 equals takt time, the station that directly meets customer demand is Station 2.
NEW QUESTION # 157
An advantage of using standard deviation rather than range for measuring dispersion of a large sample is that:
- A. standard deviation has a simpler formula
- B. range calculations are not normally distributed
- C. standard deviation uses information from each measurement
- D. calculators have a standard deviation key but not a range key
Answer: C
NEW QUESTION # 158
SCENARIO A Six Sigma team is measuring the moisture content of corn starch as it leaves the conveyer belt of a dryer. They collect one sample four cups of starch at times indicated in the chart at fixed locations labeled A, B, C, and D across the end of the belt. See the diagram below.
Find the sample linear correlation coefficient and the sample coefficient of determination for the data in problem VI.11.
- A. 0.49, 0.24
- B. 0.33, 0.11
- C. 0.74, 0.55
- D. 0.83, 0.69
Answer: A
NEW QUESTION # 159
......
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