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Suppose you work for the quality control department at Hewlett Packard. You know that ink jet cartridges are sometimes defectiv...Asked by Jaz
Suppose you work for the quality control department at Hewlett Packard. You know that ink jet cartridges are sometimes defective. The current defective rate is 8 cartridges per package of 100 (i.e. 0.08) What is the probability of sampling 12 cartridges and finding:
At least 4 are defective:
Exactly 1 is defective:
2 or more, but less than 5 is defective:
These are the main ones I'm unsure on, any help would be greatly appreciated.
At least 4 are defective:
Exactly 1 is defective:
2 or more, but less than 5 is defective:
These are the main ones I'm unsure on, any help would be greatly appreciated.
Answers
Answered by
scott
check the original response
Answered by
Jaz
I'm sorry but I just don't understand.
Answered by
scott
each term is the probability of that specific outcome
n^x d^y means x were not defective and y were defective
... in this problem , x + y = 12
at least 4 defective means the sum of the terms where 4 or more were defective
answers for these three were covered in your 1st posting
n^x d^y means x were not defective and y were defective
... in this problem , x + y = 12
at least 4 defective means the sum of the terms where 4 or more were defective
answers for these three were covered in your 1st posting
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