in a double sampling plan N $=5000,$n $1=100,$c $1=0,$n $2=100$and c $2=1($ a $)$ use poissin's table to comute the probability of acceptance of a $1\%$defective lot $($ b $)$ assume that a lot rejected by this sampling plan will be $100\%$unexpected what will be the AOQ of the submitted product is $1\%$defective$?$considering both the unexpection of rejected lots, what will be the average number of articles unexpected per lot if the submitted product is $1\%$defective