Asked by gift onos
A box contain 12 cell phones of which 4 are defective.all phones look alike.3 phones are drawn randomly what is the probability.1 all the 3 bulbs are defective.2 at least 2 of the bulbs chosen are defective.3 at most 2 of the bulbs chosen are defective.hint use combination analysis
Answers
Answered by
Reiny
prob(defective) = 4/12 = 1/3
prob(not defective) = 2/3
1. all 3 defective ---- prob = (1/3)^3 = 1/27
2. at least 2 defective
----> 2 defective or 3 defective
prob = C(3,2)(1/3)^2 (2/3) + (1/3)^3
= 3(2/27) + 1/27 = 7/27
3. at most 2 ---> 0 defective, 1 defect, or 2 defective
or exclude all 3 defectiv
= 1 - 1/27 = 26/27
BTW,
Where do the bulbs enter the picture when talking about cell phones
prob(not defective) = 2/3
1. all 3 defective ---- prob = (1/3)^3 = 1/27
2. at least 2 defective
----> 2 defective or 3 defective
prob = C(3,2)(1/3)^2 (2/3) + (1/3)^3
= 3(2/27) + 1/27 = 7/27
3. at most 2 ---> 0 defective, 1 defect, or 2 defective
or exclude all 3 defectiv
= 1 - 1/27 = 26/27
BTW,
Where do the bulbs enter the picture when talking about cell phones
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