This question clearly states that all 200 passengers have the virus. One hopes 100% would be found.A plane just arrived at the airport with 200 passengers of whom have corona-virus. The airport is short staffed and decides to only screen 30 passengers. What is the probability that the corona-virus will not be detected?
A plane just arrived at the airport with 200 passengers of whom have corona-virus. The airport is short staffed and decides to only screen 30 passengers. What is the probability that the corona-virus will not be detected?
Actually, it doesn't clearly state anything, as "with 200 passengers of whom have corona-virus" doesn't make sense. I imagine it was supposed to be something more like "with 200 passengers, 10% of whom have corona-virus". It also seems to assume that screening will produce no false negatives (or false positives).This question clearly states that all 200 passengers have the virus. One hopes 100% would be found.
Please review and correct.
A plane just arrived at the airport with 200 passengers of whom have corona-virus. The airport is short staffed and decides to only screen 30 passengers. What is the probability that the corona-virus will not be detected?
Ok, now please show us your work, so we can start helping you with it. Presumably it is asking for the probability that a random sample of 30 from the 200 will not include any of the 10 with the virus. If you can't even start the work, please tell us what you have learned about probability, so we can avoid suggesting methods you aren't ready for.My apologies, everyone. I for some reason left out something in: 200 passengers of whom have corona-virus. It's supposed to read: 200 passengers, 10 of whom have corona-virus.