SOLUTION: Really Big Medical Center (RBMC) is testing patients who have spent time in grassy areas this summer and fall for Lyme disease. Suppose that the probability of someone with exposur
Algebra.Com
Question 1197456: Really Big Medical Center (RBMC) is testing patients who have spent time in grassy areas this summer and fall for Lyme disease. Suppose that the probability of someone with exposure to tall grass having Lyme is .3 (or 30 percent). In a sample of 15 patients, what is the standard deviation of the number of patients with Lyme disease? Round your answer to 1 decimal place.
Answer by ikleyn(52847) (Show Source): You can put this solution on YOUR website!
.
You are given a Binomial distribution with n= 15 trials and p= 0.3 of the
success probability for each of 15 independent trials.
To find the standard deviation of a binomial distribution
Compute the variance as n × p × (1-p) , where n is the number of trials
and p is the probability of success.
Take the square root of the number obtained in Step 1.
Thus for the given problem the standard deviation is
= = 1.8 (rounded). ANSWER
Solved.
RELATED QUESTIONS
Really Big Medical Center (RBMC) is testing patients who have spent time in grassy areas... (answered by Boreal)
Really Big Medical Center (RBMC) is testing patients who have spent time in grassy areas... (answered by ElectricPavlov)
Really Big Medical Center (RBMC) is testing patients who have spent time in grassy areas... (answered by Theo)
#3 3. It is estimated that 4% of people who spend time in the woods will get Lyme... (answered by CPhill)
For each of the following indicate whether the random variable is discrete or continuous.
(answered by stanbon)
A small rectangular vineyard is to have an overall dimension of 100 feet by 200 feet.... (answered by josgarithmetic)
Could someone explain how I should answer these?
For questions 1-3, write the null and (answered by Boreal)
13. A pharmaceutical firm claims that a new analgesic drug relieves mild pain under... (answered by Theo)
A pharmaceutical firm claims that a new analgesic drug relieves mild pain under standard... (answered by textot)