Given: N=10,000, n1=50, c1-3, r1=6, n2=70, c2=9, r2=10. a. If a certain lot with 3% non-conforming, what is the probability of accepting the lot during the first sampling?

MATLAB: An Introduction with Applications
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2.
Given: N=10,000, n1=50, c1=3, r1=6, n2=70, c2=9, r2=10.
a.
If a certain lot with 3% non-conforming, what is the probability of accepting the lot during
the first sampling?
P6 = 3% = 0.03
2
n₁ = 50
C₁ = 3
1₁ = 6
MP₁ (50) (0.03) = 1.5
=
:
[Pa], [P3 or less]
[Pa] = 0.9344
Transcribed Image Text:2. Given: N=10,000, n1=50, c1=3, r1=6, n2=70, c2=9, r2=10. a. If a certain lot with 3% non-conforming, what is the probability of accepting the lot during the first sampling? P6 = 3% = 0.03 2 n₁ = 50 C₁ = 3 1₁ = 6 MP₁ (50) (0.03) = 1.5 = : [Pa], [P3 or less] [Pa] = 0.9344
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