(Solution) 16467 BUILT ENVIRONMENT LAW & ETHICS ASSESSMENT TASK 1 (Individual) - LEGAL REPORT ASSESSMENT: 25% Overall (5% - Draft, 20% Final Report) DUE... | Snapessays.com


(Solution) 16467 BUILT ENVIRONMENT LAW & ETHICS ASSESSMENT TASK 1 (Individual) - LEGAL REPORT ASSESSMENT: 25% overall (5% - Draft, 20% Final Report) DUE...


I am doing a portfolio about stocks & Bond. What can you tell about these two Bond company base on these information for presentation purpose? ( base on history, return, Volatility, beta, mean ...etc)Queston: I am doing a portfolio about stocks & Bond. What can you tell about these two Bond company base on these information for presentation purpose? ( base on history, return, Volatility, beta, mean . ..etc). Anything that is useful to present in class base on these 2 bonds and SPDR Gold Trust SEI Tax-Advan±aged Income A (STET) (SEATX) Summary The investment seeks to provide the highest level of income possible in a tax eFcient manner . The fund normally invests at least 50% of its net assets in municipal securi±es, such as bonds, that pay interest that is exempt from federal income tax , including the alterna±ve minimum tax. The principal issuers of these securi±es are state and local governments and their agencies located in any of the ²³y states, as well as in Puerto Rico and other U.S. territories and possessions. It is non-diversi²ed. Performance The fund has returned 4.37 percent over the past year , 4.11 percent over the past three years, and 7.02 percent over the past ²ve years. See more SEATX performance Fees ´ees are Above Average compared to funds in the same category. SEI Tax Exempt Trust Tax-Advantaged Income ´und has an expense ra±o of 0.86 percent. See more SEATX fees https://www.coursehero.com/tutors-problems/Business/9372329 9372329 HW Assignment 5 due Thurs., May 5, 2016 Write a program to provide a report of student grades. Each student is given four exams. The final grade of... Write a program to provide a report of student grades. Each student is given four exams. The final grade of each student is determined by calculating the weighted average of all the exams. weighted average = 1st grade * weight of exam 1 + 2nd grade * weight of exam 2  + 3rd grade * weight of exam 3  + 4th grade * weight of exam 4.Your report should show the final grade of each student, the class average, and the maximum and minimum grades for the class.The first record of the input file  contains the weights (proportions) for the four exam grades. This should be read into one array. The set of data input for each student contains the following information:-- Student's first and last name  (use datatype string) -- Student's ID -- Grade for exam 1 -- Grade for exam 2 -- Grade for exam 3 -- Grade for exam 4When you read each set of student grades, read it into a second array. Process one student at a time—do not read the student’s name and ID into an array, just his grades.  Read the input file until there is no more data.Use the following test data:-- weights for exams: .10, .20, .25, .45 -- first student record: Tom Jones 101101032, 75, 87, 79, 92 -- make up the rest yourself (there should be 15 sets of grades).Your report file output should be neat and readable with appropriate headings.HW Assignment 5 due Thurs., May 5, 2016 Write a program to provide a report of student grades. Each student is given four exams. The final grade of each student is determined by calculating the weighted average of all the exams. weighted average = 1 st grade * weight of exam 1 + 2 nd grade * weight of exam 2 + 3 rd grade * weight of exam 3 + 4 th grade * weight of exam 4. Your report should show the final grade of each student, the class average, and the maximum and minimum grades for the class. The first record of the input file contains the weights (proportions) for the four exam grades. This should be read into one array. The set of data input for each student contains the following information: -- Student's first and last name (use datatype string) -- Student's ID -- Grade for exam 1 -- Grade for exam 2 -- Grade for exam 3 -- Grade for exam 4 When you read each set of student grades, read it into a second array. Process one student at a time—do not read the student’s name and ID into an array, just his grades. Read the input file until there is no more data. Use the following test data: -- weights for exams: .10, .20, .25, .45 -- first student record: Tom Jones 101101032, 75, 87, 79, 92 -- make up the rest yourself (there should be 15 sets of grades). Your report file output should be neat and readable with appropriate headings. https://www.coursehero.com/tutors-problems/Business/9372333 9372333 Question 14 pts A binomial distribution with n = 80 and pi = 0.48 is mostly symmetric. rightskewed. left-skewed. none of the above. Flag this We randomly selected 36 students in Mavis Masterful Manuscripts to take a typing speed test. The possible score range is 0-100. The average score on the test was 72, and the standard deviation for the POPULATION is 6. The appropriate confidence interval uses a z-value. t-value. binomial value. none of the above. Flag this QuestionQuestion 174 ptsIn #16, for a 95% confidence interval, the margin of error = 0.98. 3.92. 1.96. None of the above. Flag this QuestionQuestion 184 ptsIn #16, if the population standard deviation had NOT been known, we would have used a t confidence interval for the mean. z confidence interval for the mean. method not covered in class. none of the above.Question 1 4 pts A binomial distribution with n = 80 and pi = 0.48 is mostly symmetric. right- skewed. left-skewed. none of the above.   Flag this Question Question 2 4 pts Waiting times at a restaurant follow a skewed distribution with a mean of 15 minutes and a  standard deviation of 4 min.  If we randomly select 64 customers, what can we say about the  distribution of the sample mean? It will be normally distributed. It will have a mean of 15 minutes. It will have a standard deviation of 0.5 min. All of the above are correct.   Flag this Question Question 3 4 pts A firm has estimated that the economic outlook over the next year will be as follows: very  strong, with a probability of 0.2; moderately strong, with a probability of 0.6; weak, with a 

 

probability of 0.2. If the economy is very strong, their profit will be $1,000,000. If the economy 

 

is moderately strong, their profit will be $800,000. If the economy is weak, their profit will be 

 

$400,000. The distribution of the profit here is

 

discrete.

 

continuous

 

.

 

nonramdom.

 

cone of the

 

above.

 

 

 

Flag this Question

 

Question 4

 

4 pts

 

A firm has estimated that the economic outlook over the next year will be as follows: very 

 

strong, with a probability of 0.2; moderately strong, with a probability of 0.6; weak, with a 

 

probability of 0.2. If the economy is very strong, their profit will be $1,000,000 If the economy 

 

is moderately strong, their profit will be $800,000. If the economy is weak, their profit will be 

 

$400,000. Based on these projections, the mean profit is

 

$760,00

 

0.

 

$800,00

 


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