(b) Patients are recruited to take part in the trial, the weight of these individuals is normally distributed with a standard deviation of o = 12 lbs. The probability of a person involved in the trail having a weight less than or equal to 120 lbs is 0.0475. Use this information to determine the mean weight of the participants. Find the probability that a person selected at random has a weight of between 120 and 160 Ibs (P(120

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(b) Patients are recruited to take part in the trial, the weight of these individuals is
normally distributed with a standard deviation of o = 12 Ibs. The probability of a
person involved in the trail having a weight less than or equal to 120 Ibs is 0.0475.
Use this information to determine the mean weight of the participants. Find the
probability that a person selected at random has a weight of between 120 and 160
Ibs (P(120<XS160)).
Transcribed Image Text:(b) Patients are recruited to take part in the trial, the weight of these individuals is normally distributed with a standard deviation of o = 12 Ibs. The probability of a person involved in the trail having a weight less than or equal to 120 Ibs is 0.0475. Use this information to determine the mean weight of the participants. Find the probability that a person selected at random has a weight of between 120 and 160 Ibs (P(120<XS160)).
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