Question: Pepsi uses six-sigma technique to evaluate whether its 15 oz Gatorade has consistent weight. Pepsi took a sampling of 1000 15 oz Gatorade and found
Pepsi uses six-sigma technique to evaluate whether its 15 oz Gatorade has consistent weight. Pepsi took a sampling of 1000 15 oz Gatorade and found out that the average weight was 15.12 oz with a standard deviation of 0.3 oz. Pepsi considers a tolerance of 4% from 15 oz acceptable.
If Pepsi improves its production process, and samples another 1000 bottles and finds a average weight of 15 oz with a standard deviation of 0.25 oz.
d. what quality standard does this new process achieve (in terms of number of sigma)?
| A. | the result meets 2.4-sigma standard | |
| B. | the result meets 2.0-sigma standard | |
| C. | the result meets 1.6-sigma standard | |
| D. | the result meets 2.2-sigma standard | |
| E. | the result meets 1.8-sigma standard |
Pepsi uses six-sigma technique to evaluate whether its 15 oz Gatorade has consistent weight. Pepsi took a sampling of 1000 15 oz Gatorade and found out that the average weight was 15.12 oz with a standard deviation of 0.3 oz. Pepsi considers a tolerance of 4% from 15 oz acceptable.
If Pepsi improves its production process, and samples another 1000 bottles and finds a average weight of 15 oz with a standard deviation of 0.25 oz.
e. what is the standard deviation that Pepsi needs to achieve in order to achieve the 6-sigma standard without having to change the specification?
| A. | sigma<=0.30 | |
| B. | sigma<=0.15 | |
| C. | sigma<=0.10 | |
| D. | sigma<=0.20 | |
| E. | sigma<=0.25 |
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