A quality-control manager went to 4 cell phone factories and tested the defects from a sample of phones in each factory. The results are shown below:
Major Defect |
Minor Defect |
No Defect |
Total |
|
Factory 1 |
8 |
25 |
951 |
984 |
Factory 2 |
12 |
29 |
970 |
1011 |
Factory 3 |
15 |
22 |
983 |
1020 |
Factory 4 |
12 |
17 |
956 |
985 |
Total |
47 |
93 |
3860 |
4000 |
Find the following probabilities: SHOW YOUR FRACTION WORK and round your answers to 3 decimal places.
a) P(Factory 1)
b) P(No Defect and Factory 4)
c) P(Minor Defect or Major Defect)
d) P(Factor 2 or No Defect)
e) P(Factory 1 | Minor Defect)
f) Based on parts a & e, are the events of Factory 1 and Minor Defect independent events? Answer either yes or no.
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