18. Suppose that, for any survivor of Oceanic flight 815, the probability of getting off the island they land on is approximately 42%. If each person's chances of getting off the island is independent of the others and we are only concerned with the fate of SIX survivors, what is the probability of more than 5 getting off the island? A) 0.0510 B) 0.9945 C) 0.9619 D) 0.0055 E) 0.0131

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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18. Suppose that, for any survivor of Oceanic flight 815, the probability of getting off the island
they land on is approximately 42%. If each person's chances of getting off the island is
independent of the others and we are only concerned with the fate of SIX survivors, what is the
probability of more than 5 getting off the island?
A) 0.0510
B) 0.9945
C) 0.9619
D) 0.0055
E) 0.0131
Transcribed Image Text:18. Suppose that, for any survivor of Oceanic flight 815, the probability of getting off the island they land on is approximately 42%. If each person's chances of getting off the island is independent of the others and we are only concerned with the fate of SIX survivors, what is the probability of more than 5 getting off the island? A) 0.0510 B) 0.9945 C) 0.9619 D) 0.0055 E) 0.0131
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