[Steps Shown] QUESTION: The thickness of 120 blanks has been measured and the data tabulated below: Thickness range mm Frequency (no. of samples) 49.89 - 49.91
QUESTION: The thickness of 120 blanks has been measured and the data tabulated below:
| Thickness range mm | Frequency (no. of samples) |
| 49.89 - 49.91 | 5 |
| 49.92 - 49.94 | 17 |
| 49.95 - 49.97 | 26 |
| 49.98 - 50.00 | 30 |
| 50.01 - 50.03 | 23 |
| 50.04 - 50.06 | 15 |
| 50.07 - 50.09 | 4 |
- Calculate the mean thickness of the measured samples
- Draw a histogram and a cumulative frequency diagram of the data and use these to establish the modal class, the median thickness and the interquartile range.
- Calculate the standard deviation for the data. You may wish to use a coded method around the value of 50.00mm with a unit size of 0.01mm.
- Calculate the limits within which you would expect (a) 95% and (b) 99% of components to fall. In what way would you use this information in a manufacturing context?
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