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Suppose That One-Half of the New Buildings in a Town

Question 208

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Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D) that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D) that just five of the buildings will pass inspection. ​


A) Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D)
B) Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D)
C) Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D)
D) Suppose that one-half of the new buildings in a town are in violation of the building code. If a building inspector inspects seven of the buildings, find the probability that the first five buildings will pass the inspection and the remaining two will fail the inspection. Then find the probability that just five of the buildings will pass inspection. ​ A) B) C) D)

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