Asked by agak
The probability that a person catches a cold during the cold and flu season is 0.62. Assume that 5 people are chosen at random.
A) What is the probability that exactly four of them will catch a cold?
B) What is the probability that three or more of them will catch a cold?
C) On average, how many of these five people would you expect to catch a cold?
A) What is the probability that exactly four of them will catch a cold?
B) What is the probability that three or more of them will catch a cold?
C) On average, how many of these five people would you expect to catch a cold?
Answers
Answered by
Reiny
prob of cold = .62
prob of not cold = .38
a) prob of 4 of 5 catch cold
= C(5,4) (.62)^4 (.38)
b) prob 3 or more
= prob 3 + prob 4 + prob 5
= C(5,3)(.62)^3 (.38)^2 + C(5,4) (.62)^4 (.38) + C(5,5) .62^5
= ...
prob of not cold = .38
a) prob of 4 of 5 catch cold
= C(5,4) (.62)^4 (.38)
b) prob 3 or more
= prob 3 + prob 4 + prob 5
= C(5,3)(.62)^3 (.38)^2 + C(5,4) (.62)^4 (.38) + C(5,5) .62^5
= ...
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