In acceptance$$ sampling, what is the maximum allowable value of the average outgoing quality$($AOQ$)?$

Part $2$

A$.$

highest average percentage defective$($AOQL$)$

B$.$

poorest level of quality a consumer is willing to accept$($AQL$)$

C$.$

quality level below which lots are rejected$($LTPD$)$

D$.$

risk of a much higher proportion of defects than the entire population $($a$)$