Question
A manufacturing process with acceptance limits 100 +-3 produces measurements in Data below. What percentage of...
A manufacturing process with acceptance limits 100 +-3 produces measurements in Data below. What percentage of production does not meet the acceptance limits?
| 98.735 |
| 100.714 |
| 101.408 |
| 99.543 |
| 101.002 |
| 98.128 |
| 100.713 |
| 101.124 |
| 98.408 |
| 99.424 |
| 99.855 |
| 98.321 |
| 100.653 |
| 100.918 |
| 101.449 |
| 101.439 |
| 101.562 |
| 100.501 |
| 100.584 |
| 99.929 |
| 100.103 |
| 100.699 |
| 99.280 |
| 100.430 |
| 100.628 |
| 101.745 |
| 101.382 |
| 99.522 |
| 100.465 |
| 100.863 |
| 100.413 |
| 99.417 |
| 99.278 |
| 100.248 |
| 98.216 |
| 98.376 |
| 101.782 |
| 99.715 |
| 100.654 |
| 99.561 |
| 99.855 |
| 102.001 |
| 100.976 |
| 101.014 |
| 98.673 |
| 99.797 |
| 98.274 |
| 101.543 |
| 97.845 |
| 101.391 |
Homework Answers
Answer #1
Acceptance limit is 
=
So, any value below 97 or above 103 will be considered as an bad production which does not meet the acceptance limits.
There is a total of 50 data values
it is clear from the above data values that none of the data values lies below 97 or above 103. Therefore, we can say that there is no value which is not meeting the acceptance limits or we can say that all of the data values meet the acceptance limits. So, 0% of data values does not meet the acceptance limits.
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