Probability of the packaged for shipment immediately that passed quality-control inspections 0.034.
Given that,
A product has a 0.88 chance of passing quality-control tests. It has a 0.03 chance of passing quality-control tests and being packaged for shipping right away.
We have to find given that it passed quality-control inspections, what is the probability that it will be packaged for shipment right away.
P(passes)=0.88 and P(pass and pack)=0.03
Probability of the packaged for shipment immediately that passed quality-control inspections
= 0.03/0.88
=0.034
Therefore, Probability of the packaged for shipment immediately that passed quality-control inspections 0.034.
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The probability that a package intended for quick dispatch passed quality-control inspections is 0.034.
Given, A product's likelihood of passing quality-control testing is 0.88. There is a 0.03 percent chance that it will pass quality-control inspections and be packaged for transportation straight away.
Given that quality control checks were successful, we must determine the likelihood that it will be packaged for shipment straight soon.
P (passes) = 0.88 and P (pass and pack) = 0.03
Probability that items packaged for immediate shipment will pass quality-control checks:
= 0.03/0.88
=0.034
Therefore, there is a 0.034 percent chance that the packaging was approved for shipment right away.
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