Questions
It is estimated that 10% of the general population will live past their 90th birthday. In...

It is estimated that 10% of the general population will live past their 90th birthday. In a graduating class of 742 high school seniors, find the following probabilites.(round your answer to four decimal places.) a.) 15 or more will live beyond their 90th birthday. b.) 30 or more will live beyod their 90th birthday. c.) between 25 and 35 will live beyond their 90th birthday. d.) more than 40 will live beyond their 90th birthday

In: Statistics and Probability

Answer the questions below. Write detailed explanations. a) If BU’s budget increases because of a tuition...

Answer the questions below. Write detailed explanations.

a) If BU’s budget increases because of a tuition increase, will the budget constraint and the PPF be affected? Explain why or why not using graphs.

b) What is the main conclusion of Hanushek at al (2008) article uploaded under “Articles in the Syllabus” and covered in class? What does it say about the effectiveness of compulsory schooling laws? Note: Compulsory Schooling Laws require students to be in school till a certain age.

In: Economics

Which of the following items would be left out when calculating GDP?



Which of the following items would be left out when calculating GDP?

Counted in GDP 

Not counted in GDP 


paying someone "off the books" to change the oil in your car 

changing the oil in your car yourself 

buying a birthday cake at the grocery store 

time spent lying in a hammock 

pirated software 

clothing produced in another country but bought at a local boutique 

tickets to see a movie about pirates 

salaries of public school teachers

In: Economics

A high school student wants to find out how much screen time people spend on their...

A high school student wants to find out how much screen time people spend on their phones. He does a random sample and finds the following data for screen time (in minutes):

195

250

180

175

120

60

300

210

193

135

200

265

Construct and interpret a 95% confidence interval for the mean amount of screen time people have on their phones.  Remember to check all necessary critera.

In: Statistics and Probability

When discussing crime prevention part of the analysis of the reasons for crime are based on...

When discussing crime prevention part of the analysis of the reasons for crime are based on the economic and social inequities that are part of our society. It focuses on the root causes of crime; unemployment, racial discrimination, substandard housing, inadequate schools, inconsistent parenting.

There is a school of thought that states that Situational Crime Prevention deals only with the symptoms of crime, not the root causes, and is therefore inadequate as a means of crime prevention.

Is Situational Crime Prevention inadequate in its approach? Why or Why not?

In: Computer Science

Can you explain how public education (grades K-12) is an example of a private good? How...

Can you explain how public education (grades K-12) is an example of a private good? How is public education excludable and rivalry? Why do you suppose public education is a government market failure? Can you explain why the quality of education is diminishing and children are graduating from high school without knowledge and skill sets to be successful as adults? How would you classify high education and why? Please explain.

In: Economics

Practice Using What You Have? Learned: Applying Constructivist Perspectives Mr.? Swope's high school biology students are...

Practice Using What You Have? Learned: Applying Constructivist Perspectives

Mr.? Swope's high school biology students are learning to use a dichotomous key to identify fish. As you observe his? teaching, think about his applications of constructivist principles.

Using what you know about constructivist? principles, explain why you think Mr. Swope asks students to work in groups as they learn to use the dichotomous key.

In: Psychology

A recent study reported that 51​% of the children in a particular community were overweight or...

A recent study reported that 51​% of the children in a particular community were overweight or obese. Suppose a random sample of 500 public school children is taken from this community. Assume the sample was taken in such a way that the conditions for using the Central Limit Theorem are met. We are interested in finding the probability that the proportion of​ overweight/obese children in the sample will be greater than 0.47. Complete parts​ (a) and​ (b) below. . Calculate the probability that 47​% or more of the sample are overweight or obese.

In: Math

The question in the textbook says: "One study mentioned in an article that 90% of the...

The question in the textbook says:

"One study mentioned in an article that 90% of the students scored above the national average on standardized tests. Using your knowledge on mean, median and mode, explain why the school reports are incorrect. Does your analysis change if the term "average" refers to mean? To median? Explain what effect this misinformation might have on the perception of the nation's schools."

I really do not know how to answer this question, please help.

In: Math

Jennifer Garner needs $2,500 to purchase textbooks, online materials, and other school supplies. Charlie Pride agrees...

Jennifer Garner needs $2,500 to purchase textbooks, online materials, and other school supplies. Charlie Pride agrees to loan Jennifer $2,500, accepting as collateral Jennifer’s car. They put their agreement in writing and sign it. Jennifer keeps possession of the car. Does Charlie have an enforceable security interest? What is required? How can Charlie let other creditors know of his interest in the car? How is this properly accomplished? Explain fully

In: Operations Management