Question

In a certain population, the probability that a person chosen at random catches a pandemic disease...

In a certain population, the probability that a person chosen at random catches a pandemic disease is 0.05. Suppose that the probability that the population catches the disease follows a normal distribution.
(a)   What is the probability that more than 45% of the population catches the disease?
(b)   What is the probability that less than 85% of the population catches the disease?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Suppose that 30% of the population carry the gene for a certain disease. We consider a...
Suppose that 30% of the population carry the gene for a certain disease. We consider a random sample of 20 individuals. (a) [1 mark] What is the distribution of the number of people that carry the gene for the disease? (b) [2 marks] In the observed sample, 8 subjects carry the gene. What is the estimated sample proportion of gene carriers? (c) [2 marks] What is the exact probability that the sample proportion of gene carriers is bigger than 25%?...
A diagnostic test for a certain disease is said to be 90% accurate in that, if...
A diagnostic test for a certain disease is said to be 90% accurate in that, if a person has the disease, the test will detect it with a probability of 0.9. Also, if a person does not have the disease, the test will report that he or she does not have it with a probability of 0.9. Only 1% of the population has the disease in question. If a person is chosen at random from the population and the diagnostic...
The probability that a person has a certain disease is 2%. Medical diagnostic tests are available...
The probability that a person has a certain disease is 2%. Medical diagnostic tests are available to determine whether the person actually has the disease. If the disease is actually present, the probability that the medical diagnostic tests will give a positive result (correct diagnosis) is 95%. If the disease is not actually present, the probability of a positive test result (incorrect diagnosis) is 0.5%. Suppose that the medical diagnostic test shows a positive result, (a) What is the probability...
The probability that a person has a certain disease is 0.05 Medical diagnostic tests are available...
The probability that a person has a certain disease is 0.05 Medical diagnostic tests are available to determine whether the person actually has the disease. If the disease is actually​ present, the probability that the medical diagnostic test will give a positive result​ (indicating that the disease is​ present) is 0.92 If the disease is not actually​ present, the probability of a positive test result​ (indicating that the disease is​ present) is 0.02 If the medical diagnostic test has given...
The probability that a person has a certain disease is 0.03 Medical diagnostic tests are available...
The probability that a person has a certain disease is 0.03 Medical diagnostic tests are available to determine whether the person actually has the disease. If the disease is actually​ present, the probability that the medical diagnostic test will give a positive result​ (indicating that the disease is​ present) is 0.88 If the disease is not actually​ present, the probability of a positive test result​ (indicating that the disease is​ present) is 0.02 a. If the medical diagnostic test has...
The probability that a person has a certain disease is 0.03 Medical diagnostic tests are available...
The probability that a person has a certain disease is 0.03 Medical diagnostic tests are available to determine whether the person actually has the disease. If the disease is actually​ present, the probability that the medical diagnostic test will give a positive result​ (indicating that the disease is​ present) is 0.92 If the disease is not actually​ present, the probability of a positive test result​ (indicating that the disease is​ present) is 0.02 a. If the medical diagnostic test has...
The probability that a person has a certain disease is 0.30. Medical diagnostic tests are available...
The probability that a person has a certain disease is 0.30. Medical diagnostic tests are available to determine whether the person has the disease. If the disease is actually​ present, the probability that the medical diagnostic test will give a positive result​ (indicating that the disease is​ present) is 0.92. If the disease is not actually​ present, the probability of a positive test result​ (indicating that the disease is​ present) is 0.01.If the medical diagnostic test has given a positive...
A certain population has an income distribution given by a normal random variable whose mean is...
A certain population has an income distribution given by a normal random variable whose mean is $35000 and whose standard deviation is $7500. A. What is the probability that a randomly selected person has an income of at least $35000?
Suppose that a certain disease is present in 10% of the population, and that there is...
Suppose that a certain disease is present in 10% of the population, and that there is a screening test designed to detect this disease if present. The test does not always work perfectly. Sometimes the test is negative when the disease is present, and sometimes it is positive when the disease is absent. The following table shows the proportion of times that the test produces various results. Test Is Positive (P) Test Is Negative (N) Disease Present (D) 0.06 0.04...
A diagnostic test for a certain disease is believed to be 90% accurate in detecting the...
A diagnostic test for a certain disease is believed to be 90% accurate in detecting the disease when in fact the person has the disease. Also, the test is believed to be 90% accurate in denying the disease when in fact the person does not have it. Only 1% of the population has the disease. A person is selected at random and the diagnostic test confirms the presence of the disease, what is the probability that the person actually has...