Question

Minnesota Department of Health claims that the proportion of people affected by COVID-19 in Minnesota is...

Minnesota Department of Health claims that the proportion of people affected by COVID-19 in Minnesota is less than 18%. To test this claim, a random sample of 250 were selected out of which 40 people were found to be affected by the virus. After testing this claim at alpha=5% the decision would be

Homework Answers

Answer #1

Proportion (p0) = 0.18

Total number of sample (n) = 250

number of favourable events (X) = 40

We are interested in testing the hypothesis

Since, the test is two-tail test at

Decision Rule: Reject the null hypothesis if the test statistic value is less than the critical value -1.96 or greater than the critical value 1.96

The statistic value, -0.8231 is greater than the critical values -1.96. Therefore, we fail to reject the null hypothesis.

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
Minnesota Department of Health claims that the proportion of people affected by COVID-19 in Minnesota is...
Minnesota Department of Health claims that the proportion of people affected by COVID-19 in Minnesota is less than 18%. To test this claim, a random sample of 250 were selected out of which 40 people were found to be affected by the virus. Find the test value.
I need to have this done within 30 minutes Thank You! :) 15. Minnesota Department of...
I need to have this done within 30 minutes Thank You! :) 15. Minnesota Department of Health wants to test the claim that variability in COVID-19 within Minnesota is greater than 12.75. For this, they took a sample of 90 days data and found that the mean is 275 and standard deviation was 15.67. Find the test value to test this claim.   Question 15 options: 72.41 73.23 98.75 109.38 110.61 16. Minnesota Department of Health wants to test the claim...
I need to have this done within 1 hour and a half. Thank You!:) 15. Minnesota...
I need to have this done within 1 hour and a half. Thank You!:) 15. Minnesota Department of Health wants to test the claim that variability in COVID-19 within Minnesota is greater than 12.75. For this, they took a sample of 90 days data and found that the mean is 275 and standard deviation was 15.67. Find the test value to test this claim.   Question 15 options: 72.41 73.23 98.75 109.38 110.61 16. Minnesota Department of Health wants to test...
a) A researcher claims that less than 20% Canadians worry that they will contract COVID-19. A...
a) A researcher claims that less than 20% Canadians worry that they will contract COVID-19. A random sample of 1000 Canadians revealed that 230 were worried that they will contract COVID-19. What is the value of the test statistic for testing this claim? b)Replacement times for TV sets have a mean of 8.2 years and a standard deviation of 1.1 years. The probability that 41 randomly selected TV sets will have a mean replacement time less than 8.1 years is...
A researcher claims that 19% of US adults are smokers. In a random sample of 250...
A researcher claims that 19% of US adults are smokers. In a random sample of 250 US adults 55 were found to be smokers. Use a 0.05 significance level to test the researcher’s claim. please show step by step details
The X firm Covid-19 disease detection test kit should not be less than dakika = 15...
The X firm Covid-19 disease detection test kit should not be less than dakika = 15 minutes for any individual. claims to complete the scan successfully in time. This is randomly selected n = 80 people. test used and average test time ? ’= 18 minutes and standard deviation ? = 8 minutes. a) Test the accuracy of the claim with a = 0.01 significance level (99% confidence interval). b) Test the accuracy of the claim with a = 0.05...
The California Highway Patrol claims that the proportion of all people who do not wear a...
The California Highway Patrol claims that the proportion of all people who do not wear a seatbelt is 0.11. 400 randomly selected drivers were observed at the East Bidwell off-ramp and 32 were observed at wearing a seatbelt. At the (.01) significance level, test the claim that the proportion of all people who do not were a seat belt is not equal to 0.11.
The City Council of a regional area with a population of 15,240 people is committed to...
The City Council of a regional area with a population of 15,240 people is committed to do a lockdown of the region if more than 3% of its population contracts the Covid-19 virus. To investigate whether more than 3% of the population have contracted the virus, the health authority conducted a random Covid-19 test over 1000 people living in the region; 32 people tested positive to the virus. a) You were recently hired as a junior statistician working for the...
One of the victims of the COVID-19 crisis is the Neiman Marcus brand of department stores....
One of the victims of the COVID-19 crisis is the Neiman Marcus brand of department stores. They simply could not survive the crisis. Debt may have contributed but there are other reasons why Neiman Marcus hit rock bottom.Do some research on the stores, the prices, the offerings and the services they offer. Did they have the characteristics that were selected in by this environment? What characteristics were strong points? What characteristics were weak points? Is it too late for Neiman...
Suppose a government official in Phoenix, Arizona, wants to know what proportion of Phoenix residents are...
Suppose a government official in Phoenix, Arizona, wants to know what proportion of Phoenix residents are infected with the COVID-19 virus. Because of the limited availability of tests, she cannot test all the residents of Phoenix. A random sample of 180 Phoenix residents was taken, and these residents were tested for the virus. Of these 180 people, 36 were found to be infected with the virus. Find a 95% confidence interval for the true proportion of Phoenix residents who are...