Considering a double sampling plan n1=50, c1=1, n2=100, c2=3, the probability of acceptance based on the second sample given lot fraction defective p can be computed as a. P(d1=3,d2=0|p) b. P(d2 ≤3|p) c. P(d1=2,d2 ≤1|p)+P(d1=3,d2=0|p) d. P(d1=2,d2 ≤1|p) x P(d1=3,d2=0|p) e. P(d1=2,d2 ≤1|p)

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Considering a double sampling plan n1=50, c1=1, n2=100, c2=3, the probability of acceptance based on the second sample given lot fraction defective p can be computed as

a. P(d1=3,d2=0|p)
b. P(d2 ≤3|p)
c. P(d1=2,d2 ≤1|p)+P(d1=3,d2=0|p)
d. P(d1=2,d2 ≤1|p) x P(d1=3,d2=0|p)
e. P(d1=2,d2 ≤1|p)
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