Lay's potato chip filling process has a lower specification limit of 9.5 oz. and an upper specification of 10.5 oz. The mean is 10 oz. What should be the value for standard deviation in this process to achieve a ppm of 5110? A. 0.1786 B. 0.2675 OC. 0.4453 D. 0.3564

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**Process Control and Standard Deviation Calculation**

In the context of Lay's potato chip filling process, we have the following specifications:
- **Lower Specification Limit (LSL):** 9.5 oz
- **Upper Specification Limit (USL):** 10.5 oz
- **Mean:** 10 oz

The goal is to determine the appropriate value for the **standard deviation** that will achieve a **parts per million (ppm)** defect rate of 5110. The available options are:

- A. 0.1786
- B. 0.2675
- C. 0.4453
- D. 0.3564

To find the correct standard deviation, one must understand the relationship between process capability and the standard deviation in the context of a normal distribution.
Transcribed Image Text:**Process Control and Standard Deviation Calculation** In the context of Lay's potato chip filling process, we have the following specifications: - **Lower Specification Limit (LSL):** 9.5 oz - **Upper Specification Limit (USL):** 10.5 oz - **Mean:** 10 oz The goal is to determine the appropriate value for the **standard deviation** that will achieve a **parts per million (ppm)** defect rate of 5110. The available options are: - A. 0.1786 - B. 0.2675 - C. 0.4453 - D. 0.3564 To find the correct standard deviation, one must understand the relationship between process capability and the standard deviation in the context of a normal distribution.
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