Your oil exploration crew is testing for well sites. Historically, the probability of finding oil in your particular geographical region is 1/20. Your company's headquarters needs your crew to locate 2 oil-producing wells within 2 weeks. If set-up and testing for oil takes 1 day, what is the probability that it will take no more than 2 working weeks (including weekend days) to find these 2 spots?   What probability distribution did you use to solve this problem?

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Your oil exploration crew is testing for well sites. Historically, the probability of finding oil in your particular geographical region is 1/20. Your company's headquarters needs your crew to locate 2 oil-producing wells within 2 weeks. If set-up and testing for oil takes 1 day, what is the probability that it will take no more than 2 working weeks (including weekend days) to find these 2 spots?  

What probability distribution did you use to solve this problem?

Expert Solution
Step 1

Given,

P(finding oil in your geographical region)=P(getting a success)=p=1/20  q=19/20

number of oil fields to spot= number of success=r=2

Let X be the total number of days required to spot 2 oil fields.

 

 

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