Question

in a random sampleof 2000 families in a city, it was found that 700 have a...

in a random sampleof 2000 families in a city, it was found that 700 have a palsma tv set test the hypothesis that propotion of all families having a palsma tv set is greater than 0.3 using the p value apporach at a1% level of significance

Homework Answers

Answer #1

Null Hypothesis:

It means a proportion of all families having a plasma tv set is 0.3

Alternate Hypothesis:

It means a proportion of all families having a plasma tv set is greater than 0.3

Significance level

Sample size n = 2000

Sample proportion  

Test statistics:

P-value = 0

we can find it using excel function: =1- NORM.S.DIST(4.88,TRUE) = 0

Since the P-value < result is significant which means we reject the null Hypothesis.

Conclusion: There is enough evidence to conclude that the propotion of all families having a palsma tv set is greater than 0.3

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 random sample of 400 families in the city of Minneapolis showed that 192 of them...
A random sample of 400 families in the city of Minneapolis showed that 192 of them owned pets. The city council claims that 53% of the families in the city own pets. Does the data indicate that the actual percentage of families owning pets is different from 53%? Use a 5% significance level. For each hypothesis test please provide the following information: (a) State the null and the alternate hypotheses. (b) Identify the sampling distribution to be used: the standard...
Select the most appropriate response. Five years ago, a survey found that the proportion of city...
Select the most appropriate response. Five years ago, a survey found that the proportion of city employees who commute to work by car is 8%. A local city commissioner claims that the percentage is higher than it was five years ago. Data on employee commuting by car was collected on a random sample of 1000 employees and found 12% of employees commute by car. Test an appropriate hypothesis and state your conclusion at the 10% level of significance. State the...
- Statistics - In a cost-of-living study, weekly grocery expenses for families with one or two...
- Statistics - In a cost-of-living study, weekly grocery expenses for families with one or two children were studied. A random sample of n=36 families was selected and the sample mean and standard deviation were found to be $204 and $18, respectively. Using a 5% level of significance, test that the average weekly grocery expenses for families with one or two children is more than $200, the average found from a previously conducted study. Make sure to include all of...
A simple random sample of 70 customers is taken from a customer information file and the...
A simple random sample of 70 customers is taken from a customer information file and the average age is 36. The population standard deviation σ is unknown. Instead the sample standard deviation s is also calculated from the sample and is found to be 4.5. (6 points) Test the hypothesis that the population mean age is greater than 33 using the critical value approach and a 0.05 level of significance. Test the hypothesis that the population mean age is less...
The USDA is concerned that most farmers are older Americans. In 2000, it was reported that...
The USDA is concerned that most farmers are older Americans. In 2000, it was reported that 25% of all US farmers were over the age of 65. In 2020, a random sample of 350 US farmers was taken and it was found that 96 were over the age of 65. The USDA claims that the proportion of all farmers who are over the age of 65 is now greater than 25%. Does this provide evidence to support the USDA’s claim...
The USDA is concerned that most farmers are older Americans. In 2000, it was reported that...
The USDA is concerned that most farmers are older Americans. In 2000, it was reported that 25% of all US farmers were over the age of 65. In 2020, a random sample of 350 US farmers was taken and it was found that 102 were over the age of 65. The USDA claims that the proportion of all farmers who are over the age of 65 is now greater than 25%. Does this provide evidence to support the USDA’s claim...
A simple random sample of size nequals 40 is drawn from a population. The sample mean...
A simple random sample of size nequals 40 is drawn from a population. The sample mean is found to be 110.6 ​, and the sample standard deviation is found to be 23.3 . Is the population mean greater than 100 at the alpha equals0.01 level of​ significance? Determine the null and alternative hypotheses. Compute the test statistic.​(Round to two decimal places as​ needed.) Determine the​ P-value. What is the result of the hypothesis​ test? the null hypothesis because the​ P-value...
A survey found that 50% of cats and 60% of dogs have pet licenses in the...
A survey found that 50% of cats and 60% of dogs have pet licenses in the city of Saskatoon. These results were based on random samples of 100 cats and 100 dogs. Test at the 5% significance level that proportion of cats that have licenses is less than the proportion of dogs that have licenses. What is the p-value and what is your conclusion?
A survey found that 50% of cats and 60% of dogs have pet licenses in the...
A survey found that 50% of cats and 60% of dogs have pet licenses in the city of Saskatoon. These results were based on random samples of 100 cats and 100 dogs. Test at the 5% significance level that proportion of cats that have licenses is less than the proportion of dogs that have licenses. What is the p-value and what is your conclusion?
- In a random sample of 200 physicians, 36 were found to have an annual salary...
- In a random sample of 200 physicians, 36 were found to have an annual salary of at least $400,000. 1. Can you conclude that the ratio of a physician with an annual salary of at least $400,000 at a 1% significance level is less than 0.24? Test by hypothesis setting, rejection reverse setting, and calculation of test statistics. 2. Obtain a p value and explain how it can be used for hypothesis testing. 3. Obtain a 99% confidence interval...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT