Q1// Magnetic resonance imaging (MRI) is a process that produces internal body images using a strong magnetic field. Some patients become claustrophobic and require sedation because they are required to lie within a small, enclosed space during the MRI test. Suppose that 20% of all patients undergoing MRI testing require sedation due to claustrophobia. If five patients are selected at random, using the binomial probability distribution formula, find the probability that the number of patients in these five who require sedation is a. exactly 2 b. none C. at least 4

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Q1/ Magnetic resonanee imaging (MRI) is a process that produces internal body
images using a strong magnetic field. Some patients become claustrophobic and
require sedation because they are required to lie within a small, enclosed space
during the MRI test. Suppose that 20% of all patients undergoing MRI testing require
sedation due to claustrophobia. If five patients are selected at random, using the
binomial probability distribution formula, find the probability that the number of
patients in these five who require sedation is
a. exactly 2
b. none
c. at least 4
Transcribed Image Text:Q1/ Magnetic resonanee imaging (MRI) is a process that produces internal body images using a strong magnetic field. Some patients become claustrophobic and require sedation because they are required to lie within a small, enclosed space during the MRI test. Suppose that 20% of all patients undergoing MRI testing require sedation due to claustrophobia. If five patients are selected at random, using the binomial probability distribution formula, find the probability that the number of patients in these five who require sedation is a. exactly 2 b. none c. at least 4
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