Since the data is not normally distributed but stable one would be best to place the greatest confidence in the results obtained in parts a and c. That is, one would predict that approximately 1.5% of the sleeves are smaller than the lower specification limit and approximately 50.5% is above the upper specification limit.

g. Estimate the percentage of layered films that will be outside the specification limits.
h. What needs to done to retarget the components so that the composite product (layer film) production is on target?
i. If the retargeting suggested in part c can be achieved, estimate the total percentage of output that would be outside the specification limits.

Transcribed Image Text:

Sample Layer 1 Sample Layer 1 0.0552 0.0565 0.0573 0.0524 16 0.0534 0.0560 0.0556 0.0505 17 0.0564 0.0553 0.0565 0.0553 18 0.0533 0.0531 0.0516 0.0583 0.0537 0.0550 0.0568 0.0557 0.0561 0.0513 0.0519 0.0560 0.0556 0 0.0534 0.0580 0.0543 0.0551 0.0559 0.0550 0.0555 0.0555 0.0528 0.0576 0.0566 0.0579 20 0.0559 0.0559 0.0553 0.0544 0.0543 0.0542 0.0549 0.0571 0.05570.0530 0.0568 0.0574 0.05610.0559 0.0541 0.0537 23 0.0567 0.05530.0527 0.0549 0.0563 0.0569 0.0568 0.0552 0.0565 0.0559 0.0562 0.0537 0.0529 0.0523 0.0532 13 0.0556 0.0559 0.0544 0.0550 28 0.0552 0.0552 0.0546 0.0532 0.0569 0.0555 0.0560 0.0556 0.0574 0.0564 0.0531 0.0538 0.0539 0.0543 0.0558 0.0539 3 14 0.0559 0.0557 0.0531 0.0540 Sample Laver 2 Sample Layer 2 1 0.0259 0.0263 0.0263 0.0281 16 0.0280 0.0292 0.0290 0.0269 2 0.0272 | 0.0271 | 0.0275 | 0.0310 | 17 | 0.0273 | 0.0273 | 0.0276 | 0.0256 0.0251 0.0253 0.0259 0.0260 9 0.0259 0.0285 0.0275 0.0278 0.0266 0.0260 0.0257 0.028518 0.0289 0.0283 0.0270 0.0268 0.0270 0.0257 0.0267 0.0286 0.0294 0.0273 0.0278 0.0253 21 0.0262 0.0258 0.0261 0.0255 0.02760.0274 0.0283 0.0268 24 0.0263 0.0273 0.0258 0.0271 25 0.0260 0.0274 0.0266 0.0265 26. 0.0245 0.0260 0.0268 0.0292 27 | 0.0263 | 0.0269 | 0.0259 | 0.0276 0.0284 0.0269 0.0278 0.0275 280.0265 0.0281 0.02600.0275 14 0.02730.0281 0.0275 0.0275290.0262 0.0221 0.0270 0.0260 30 0.0294 0.0283 0.0274 0.0280 0.0261 0.0274 0.0275 0.0272 10 0.0296 0.0287 0.0277 0.0278 11 0.02740.0285 0.0259 0.0246 12 0.02870.0274 0.0257 0.026827 15 0261 | 0.0249 | 0.0290 | 0.0266 and R ±3σ