Although we cannot provide the full work, as it is a personal task, we can still discuss some of the ideas that are most likely going to be present in your work.
The argument that is presented here is a very weak argument. This is due to several reasons. In this example, the sample size is very small. The person is talking about a sample size of a dozen celebrities. This is a very small number of celebrities to be interviewed. It would not lead to a conclusion that is representative of the population. Moreover, there is a risk of response bias, as the people are most likely answering in a way that is expected. Finally, there is also a risk of confirmation bias, as the speaker is a lot more likely to notice cases in which the interviewees answer in the way that he expects.
The religion, klan and increased immigration restrictions provided comfort to the Americans because these things kept Americans feeling the same, and protecting their values, and everyone who contradicted Americans traditional values were stopped based on the restrictions against them.
<u>Explanation:</u>
World War 1 left huge impacts on United States of America.
The "<u>Immigration Act of 1924" </u>was passed by the American government to limit the entry of immigrants. Under this act, only 2% of the total number of people of each nationality was given visa in the United States.
After World War 1, many American faced unemployment and were instable. To comfort them, U.S government made religion, klan and increased immigration restrictions. This causes Americans to protect their values.
Answer:
Option (C) is correct.
Explanation:
Confidence interval is a type of range which includes the true value of the population parameter. Confidence interval can be determined from the statistics of the researched data.
For example:
z_c = 1.96 at 95% confidence ⇒ Z- critical value
n = 50
x - bar = 375
SD = 20
Margin of error, E = ?
E = 5.5437
Therefore,
95% CI:
= (375 - 5.5437, 375 + 5.5437)
= (369.4563 , 380.5437)
Hence, 95% confidence interval is (369.4563, 380.5437). This includes the value of x-bar = 375 in the confidence interval.
