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sufficient O-negative blood for the coming month. If 4000 donors come to the blood drive, what's the probability that the clinic will not have sufficient O-negative donors? What is the correct answer? Answer: (0.131; 0.085; 0.036; 0.464 or 0.109)

sufficient O-negative blood for the coming month. If 4000 donors come to the blood drive, what's the probability that the clinic will not have sufficient O-negative donors? What is the correct answer? Answer: (0.131; 0.085; 0.036; 0.464 or 0.109)

College Algebra
College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 4ECP: Show that the probability of drawing a club at random from a standard deck of 52 playing cards is...
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People with O-negative blood are called "universal donors" because O- negative blood can be given to anyone else regardless of recipient's blood type. About 6% of people have type O-negative blood. A clinic is running a blood drive. If at least 220 0-negative donors give blood, the clinic will have sufficient O-negative blood for the coming month. If 4000 donors come to the blood drive, what's the probability that the clinic will not have sufficient O-negative donors? What is the correct answer? Answer: (0.131; 0.085; 0.036; 0.464 or 0.109)
Transcribed Image Text:People with O-negative blood are called "universal donors" because O- negative blood can be given to anyone else regardless of recipient's blood type. About 6% of people have type O-negative blood. A clinic is running a blood drive. If at least 220 0-negative donors give blood, the clinic will have sufficient O-negative blood for the coming month. If 4000 donors come to the blood drive, what's the probability that the clinic will not have sufficient O-negative donors? What is the correct answer? Answer: (0.131; 0.085; 0.036; 0.464 or 0.109)
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