Question

In the 2016 presidential election, most Americans were inundated with poll results, all of which reported...

In the 2016 presidential election, most Americans were inundated with poll results, all of which reported a margin of error. Discuss what a margin of error means for poll results. What does it tell us and why is it necessary to include this information in poll results?

Homework Answers

Answer #1

#Solution:

Margin of Error:-

The margin of error is a statistic expressing the amount of random sampling error in a survey's results.

In other words, margin of error expresses the maximum expected difference between the true value and the calculated value of any experiment (here election poll).

The larger the margin of error, the less confidence one should have that the poll's reported results are close to the true figures; that is, the figures for the whole population.

Margin of error tells us that how confidence the poll's results about the election.

As poll is based on a sample which is part of the whole population, so, there is,obvious some errors which should be mentioned with the poll's result.

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
2. After the 2016 presidential election, Gallup collected a random sample of 1,021 Americans and estimated...
2. After the 2016 presidential election, Gallup collected a random sample of 1,021 Americans and estimated that 47% of Americans wanted to keep the electoral college. One month before the election, in October 2016, another random poll of 1,100 Americans estimated that 52% wanted to keep the Electoral College. Statistically speaking, we can look at whether or not we can be sure that there was a change in opinions about keeping the Electoral College between October of 2016 and November...
why it is important to consider margin of error when looking at election poll results. For...
why it is important to consider margin of error when looking at election poll results. For example, if I said that my survey suggests that the Democratic candidate was going to receive 45% of the vote and the Republican candidate would receive 42% of the vote with a margin of error of 3%, what could you conclude about the election? Again, why is it important to consider margin of error?
A group conducted a poll of 2055 likely voters just prior to an election. The results...
A group conducted a poll of 2055 likely voters just prior to an election. The results of the survey indicated that candidate A would receive 45​% of the popular vote and candidate B would receive 43​% of the popular vote. The margin of error was reported to be 2​%. The group reported that the race was too close to call. Use the concept of a confidence interval to explain what this means. What does it mean to say the race...
A February 2016 Gallup Poll of 1,021 US adults found that 73% believe that cyberterrorism is...
A February 2016 Gallup Poll of 1,021 US adults found that 73% believe that cyberterrorism is a critical threat to US vital interests in the next 10 years. The reported margin of error is ±4 percentage points. The reported confidence level is 95%. The same poll of 1,021 US adults showed that 75% believe that development of nuclear weapons by Iran is also a critical threat to US vital interests in the next 10 years. The margin of error for...
The margin of error means that if this poll were conducted many times, we would expect...
The margin of error means that if this poll were conducted many times, we would expect that at least 95% of the time the actual number of people in the population that would give a particular response is somewhere between  - the margin of error and  + the margin of error.  - the margin of error and  + the margin of error. 3.On December 18, 2015, an organization called Public Policy Polling released the results of a poll with 532 responses. Of those respondents,...
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 poll taken this year asked 1006 adults whether they were fans of a particular sport...
A poll taken this year asked 1006 adults whether they were fans of a particular sport and 39 ​% said they were. Last​ year, 44 ​% of a​ similar-size sample had reported being fans of the sport. Complete parts a through e below a) Find the margin of error for the poll taken this year if one wants 95​% confidence in the estimate of the percentage of adults who are fans of the sport. b) Explain what that margin of...
A national television network took an exit poll of 1350 voters after each had cast a...
A national television network took an exit poll of 1350 voters after each had cast a vote in a state gubernatorial election. Of? them, 610 said they voted for the Republican candidate and 740 said they voted for the Democratic candidate. Treating the sample as a random sample from the population of all? voters, a 95?% confidence interval for the proportion of all voters voting for the Democratic candidate was (0.522,0.575). Suppose the same proportions resulted from nequals=135 ?(instead of1350?),...
Recently, the number of children Americans have has dropped. The Gallup Poll organization wanted to know...
Recently, the number of children Americans have has dropped. The Gallup Poll organization wanted to know whether this was a change in attitude or possibly a result of the recession, so they asked Americans whether they have children, dont have children but wish to, or dont want children. Out of a random sample of 1200 American adults in 2013, 1140 said that they either have children or want/wish to. (a) Suppose the margin of error in the confidence interval above...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT