Dahl (2000) explained that the United States was and never has been a democracy due to the way the US treats its citizens. What did he mean by that thesis?

Reference

Dahl, R. A. (2000). How democratic is the American Constitution? New Haven, CT: Yale University Press.

subject: political science

According to a geographic report, in the United States, 20% of all families renting condos will move

during a given year. A random sample of 200 families renting condos in the Seattle Mero region

illustrated the fact that 56 families moved during the past year. Does this evidence suggest that a larger

proportion of condo owners moved in the Seattle area, at the .01 significance level? State the null and

alternate hypotheses. Make the decision rule.

According to the US Bureau of Labor Statistics, in the United States, the employment rate measures the number of people who have a job as a percentage of the working age population. In January 2020 the rate was 61.2%.

A) Recognizing that this is a binomial situation, give the meaning S and F in this context. That is, define what you will classify as a "success" S and what you will classify as a "failure" F as it refers to being employed.

B) Next, give the values of n, p, and q.

C) Construct the complete binomial probability distribution for this situation in a table.

D) Using your table, find the probability that exactly six working aged persons are employed.

E) Find the probability that at least 5 working aged persons are employed.

F) Find the probability that fewer than 6 working aged persons are employed.

G) Find the mean and standard deviation of this binomial probability distribution.

H) By writing a sentence, interpret the meaning of the mean value found in (G) as tied to the context of the percentage of working aged persons in the US.

I) Is it unusual to have 8 working aged persons in a group of 10 who are employed? Briefly explain your answer.

focusing on health disparities and interventions in a population outside of the United States. Choose any of the issues or diseases (or make your own up!) from the list below that are considered global public health problems.

TB

Malaria

HIV/AIDS

Access to water

Water quality

Air pollution

Ebola

Sanitation

Cholera

Climate change

Healthcare

In your introduction, briefly describe your issue or topic. Also, provide epidemiological information on the following: morbidity and mortality among the specific group, community, or country. Next section will be your methods, in which you describe keywords and how you conducted your literature review. Then, in your discussion section, discuss at least three interventions published in the scholarly literature to address the crisis in a country of your choice. Evaluate the progress and outcomes of such prevention programs. Describe the intervention (e.g. target audience, experimental/control group, intervention methods and materials, intervention outcomes) Assess the methods used in the intervention (e.g. level of the intervention, strengths and weaknesses of the intervention, potential impact/generalizability of the intervention). Conclusion offers a good wrap-up of everything discussed wherein!

E.g. Access to water in Kenya. Approximately 11% of the world’s population does not have access to safe or affordable drinking water; unfortunately, 46% of the population continues to have inadequate access to quality water in Kenya. Some interventions addressing this issue include: water kiosks, household water pumps, rock catchments, and boreholes. One program was implemented in Nairobi, Kenya …. It was successful because… Another program was implemented in Kitui, Kenya… It was unsuccessful because…

Submit a 3-5 page paper outlining the information below.

Include in your Assessment Paper: (40 points)

Abstract. (5 points)

Introduction to the topic of choice (one paragraph). (5 points)

Answer all questions pertaining to your topic in Discussion section. Your methods section is also included in these points. (10 points)

Conclusion- summary of overall research, quality, and potential recommendations you would (or would not) make regarding this global health issue.

A sample of n = 1,033 adults in the United States was asked, "Do you think the police should or should not be allowed to collect DNA information from suspected criminals, similar to how they take fingerprints?" Of those sampled, 68% answered "should". (Round your answers to the nearest tenth.)

(a) Calculate the conservative margin of error for the survey, as a percentage.

(b) Compute an approximate 95% confidence interval for the percentage of all American adults who think police should be allowed to collect DNA information from suspected criminals.

The table shows the numbers of​ new-vehicle sales​ (in thousands) in the United States for Company A and Company B for 10 years. The equation of the regression line is ModifyingAbove y with caret equals 0.975 x plus 1 comma 259.19. Complete parts​ (a) and​ (b) below. ​New-vehicle sales left parenthesis Company Upper A right parenthesis comma x 4 comma 144 3 comma 880 3 comma 595 3 comma 443 3 comma 295 3 comma 110 2 comma 849 2 comma 489 1 comma 946 2 comma 086 ​New-vehicle sales left parenthesis Company Upper B right parenthesis comma y 4 comma 891 4 comma 836 4 comma 836 4 comma 701 4 comma 652 4 comma 469 4 comma 681 3 comma 832 2 comma 971 2 comma 779 ​

(a) Find the coefficient of determination and interpret the result.

r^2=

(b) Find the standard error of estimate and interpret result.

Se=

The latest political survey in the United States indicates that, of randomly chosen citizens, the probability that they are liberal is 0.22, the probability that they are conservative is 0.55, and the probability that they are neither one nor another is 0.24. Assuming these probabilities are accurate, answer the following questions regarding the group of 10 randomly chosen Americans. (16 point)
What is the probability that four are liberal?
What is the probability that neither is conservative?
What is the probability that two are neither?
What is the probability that at least eight are liberals?

Assume that the United States invests heavily in government and corporate securities of Country K. In addition, residents of Country K invest heavily in the United States. Approxi-mately $10 billion worth of investment transactions occur between these two countries each year. The total dollar value of trade transactions per year is about $8 million. This information is expected to also hold in the future.

Because your firm exports goods to Country K, your job as international cash manager requires you to forecast the value of Country K's currency (the “krank”) with respect to the dollar. Explain how each of the following conditions will affect the value of the krank, holding other things equal. Then, aggregate all of these impacts to develop an overall forecast of the krank's movement against the dollar.

a. U.S. inflation has suddenly increased substantially, while Country K's inflation remains low.

b. Country K's interest rates have increased substantially, while U.S. interest rates remain low. Investors of both countries are attracted to high interest rates.

c. The U.S. income level decreased substantially, while Country K's income level has remained unchanged.

d. Country K is expected to impose a small tariff on goods imported from The U.S..

e. Combine all expected impacts to develop an overall forecast.

73% of owned dogs in the United States are spayed or neutered. Round your answers to four decimal places.

If 32 owned dogs are randomly selected, find the probability that

a. Exactly 21 of them are spayed or neutered.

b. At most 22 of them are spayed or neutered.

c. At least 24 of them are spayed or neutered.

d. Between 20 and 25 (including 20 and 25) of them are spayed or neutered.

The highway mileage (mpg) for a sample of 8 different models of a car company can be found below. Find the mean, median, mode, and standard deviation. Round to one decimal place as needed.

19, 22, 26, 28, 30, 32, 34, 34

Mean =

Median =

Mode =

Standard Deviation =