Question

A drive through at the Mt. Nittany Medical Center tests patients in their car for COVID...

A drive through at the Mt. Nittany Medical Center tests patients in their car for COVID 19. They have found that 15% of the patients who are tested for COVID 19 test positive for the disease; the remaining patients test negative. Use this information to answer the following questions.

1.If 20 patients are tested, what is the probability that three of them test positive? (Use 4 decimal places)

2.Let X = # of patients who test positive for COVID 19 at the Mt. Nittany Medical Center drive through. What is the distribution of X?

3.What is the probability that the third COVID 19 positive patient is the fifteenth patient tested? (Use 4 decimal places)

4.What is the probability that you need to test at least two patients to identify one COVID 19 positive patient? (Use 2 decimal places)

5.If you test 25 patients, how many of them would you expect to test positive for COVID 19? (Use 2 decimal places)

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
A new screening test for COVID-19 was administered to 1,000 adults at a large medical center...
A new screening test for COVID-19 was administered to 1,000 adults at a large medical center in Texas. The results showed that 152 out of 160 diagnosed cases of COVID-19 were correctly identified by the screening test. Of the 840 individuals without COVID-19, the screening test correctly identified 714. Based upon this information: 1. Calculate the test's sensitivity, specificity, and the positive and negative predictive values. 2. Calculate the prevalence rate of COVID-19 in this population and the accuracy of...
A firm has developed a new test for COVID-19. If someone has COVID-19, the test finds...
A firm has developed a new test for COVID-19. If someone has COVID-19, the test finds it 93% of the time. If someone does not have COVID-19 the test returns a positive COVID-19 8% of the time. If the 30% of the populations has COVID-19, what is the probability of someone selected at random having COVID-19 if they tested positive? Give your answer to four decimal places. Please help and show work.
⦁   Suppose in August the Covid-19 situation has calmed down. Since not everyone shows symptoms and...
⦁   Suppose in August the Covid-19 situation has calmed down. Since not everyone shows symptoms and some symptoms could have been a different pneumonia we might use an anti-body test to see if people have had the disease. Let’s assume by August 40% of the US has had the disease. The anti-body test is not perfect. Some people will get “false positives” or “false negatives”. 90% of people who test positive will actually have had the disease. 95% of people...
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...
One of the current tests for detecting COVID-19 (the RT-PCR test rather than the antibodies test)...
One of the current tests for detecting COVID-19 (the RT-PCR test rather than the antibodies test) is better than chance, but not great. The test fails to detect COVID-19 in about 30% of patients who in fact are infected.1 But so-called "false positives" are rarer; let's estimate that the test "detects" COVID-19 in about 0.5% of patients who are not in fact infected. As of April 6, 2020, there were 1,266 confirmed cases of COVID-19 in B.C. by testing.2 Since...
Suppose that 14% of the patients in a small town are known to have heart disease....
Suppose that 14% of the patients in a small town are known to have heart disease. And suppose that a test is available that is positive in 97% of the patients with heart disease but is also positive in 6% of patients who do not have heart disease. If a person is selected at random and given the test and it comes out positive, what is the probability that the person actually has heart disease? Round your answer to 4...
A clinic tests patients for the novel Zombie virus. A patient is likely to be tested...
A clinic tests patients for the novel Zombie virus. A patient is likely to be tested positive with probability 0.25. If each patient testing is independent, answer the questions below: 1.Say the clinic has 30 treatment packets that it gives out to positively tested patients. What is the probability that the clinic tests 100 patients until it exhausts all of its 30 treatment packets? Use an appropriate random variable family and provide a PMF. 2.The clinic tests on an average...
The table below shows the total number of COVID-19 tests conducted in Australia and in selected...
The table below shows the total number of COVID-19 tests conducted in Australia and in selected state and territory, since 22 January 2020. This figure represents the percent of all tests that have returned a positive result for COVID-19. The number of total tests conducted is updated daily but the rate of positive tests has been found to be invariant. Suppose that people independently conducted their tests following a binomial distribution and the percent of positive tests reported in each...
“Early studies of the medicine in COVID-19 patients have caught the attention of healthcare experts and...
“Early studies of the medicine in COVID-19 patients have caught the attention of healthcare experts and market watchers. In France, a professor conducted a small study of the malaria drug in 24 patients with novel coronavirus infections. Of those who received the medicine, only 25% tested positive for the virus after six days, according to en24. Meanwhile, of those who didn't receive it, 90% tested positive after that timeframe. The French government now plans to run larger studies.” Retrieved on...
1. A certain medical test is known to detect 47% of the people who are afflicted...
1. A certain medical test is known to detect 47% of the people who are afflicted with the disease Y. If 10 people with the disease are administered the test, what is the probability that the test will show that: All 10 have the disease, rounded to four decimal places? At least 8 have the disease, rounded to four decimal places? At most 4 have the disease, rounded to four decimal places? 2. A certain medical test is known to...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT