When sampling the supplier's shipment to ensure adherence to specifications, the N = 2 technique asserts: Discovered defects greater than two per lot indicate the supplier's shipment should be rejected, regardless of the lot size. Discovered defects should be multiplied by a factor of two, because in a sample, likely there will be other, undiscovered defects. OIf no defects are discovered in the first and last items in the lot, then the entire lot should be considered as meeting specifications if the supplier's processes are in statistical Control. If no defects are discovered in the prior two shipments, then the samples size will be reduced downward since it is likely that few, if any, defects exist.

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Author:Amos Gilat
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When sampling the supplier's shipment to ensure adherence to specifications, the N = 2
technique asserts:
Discovered defects greater than two per lot indicate the supplier's shipment should be rejected,
regardless of the lot size.
Discovered defects should be multiplied by a factor of two, because in a sample, likely there will be
other, undiscovered defects.
O If no defects are discovered in the first and last items in the lot, then the entire lot should be
considered as meeting specifications if the supplier's processes are in statistical Control.
If no defects are discovered in the prior two shipments, then the samples size will be reduced-
downward since it is likely that few, if any, defects exist.
Transcribed Image Text:When sampling the supplier's shipment to ensure adherence to specifications, the N = 2 technique asserts: Discovered defects greater than two per lot indicate the supplier's shipment should be rejected, regardless of the lot size. Discovered defects should be multiplied by a factor of two, because in a sample, likely there will be other, undiscovered defects. O If no defects are discovered in the first and last items in the lot, then the entire lot should be considered as meeting specifications if the supplier's processes are in statistical Control. If no defects are discovered in the prior two shipments, then the samples size will be reduced- downward since it is likely that few, if any, defects exist.
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