Suppose all incoming freshmen at a private college must take an entrance exam. Suppose the scores have normal distribution with a mean of U = 420 and standard deviation of σ = 95. (Show your work by indicating what calculator commands and input you use to find your answers. Round your answer to 1 decimal place.) No Work No Crédit. 1. If a student scores in the bottom 8%, they must attend summer school. What would a student have to score to avoid summer school? Sketch a corresponding normal curve in your solution. Interpret your answer in a complete sentence. 2. If a student scores in the top 4%, they get a free vacation in Hawaii. What would a student have to score to get the vacation? Sketch a corresponding normal curve in your solution. Interpret your answer in a complete sentence.

What year are you? What is your major? What do you want to do for work when you graduate? Have you taken a similar course before? What do you expect to get out of this course? How do you think this course will relate to your life and the "real world" as a whole? Do you currently work? Part-time or full-time? Do you work in the field you are studying? If not, what field? Do you have your own computer or access to one? Do you have internet access? What is your computer/internet/technology level? Beginner - Novice - Intermediate - Advanced - Geek What are you passionate about? What are your interests, hobbies? Open question - Tell me something interesting about yourself or that you think I may need to know.

Compute a final numerical answer for each of the following problems. Youshould work out your solutions on loose leaf paper in an organized manner so that when I post the solutionkey, you can determine why answers that you missed were incorrect. This will allow you to LEARN fromany mistakes so you to not repeat these on the Final Exam (which is worth 35% of your grade in this class).Unless instructed otherwise on a question, round all dollar answers to 2 decimal places, record IRR valuesas a percent rounded to 2 decimal places, round payback period or profitability index values to 1 decimalplace, and record WACC values as a percent rounded to 2 decimal places.USE THE TABLE BELOW TO ANSWER THE FOLLOWING THREE (3) QUESTIONSYear Project A Cash Flows ($s) Project B Cash Flows ($s) Project C Cash Flows ($s)0 -100,000 -700,000 -2,350,0001 25,000 180,000 2,500,0002 20,000 150,000 2,500,0003 30,000 190,000 2,500,0004 25,000 140,0005 25,000 140,0006 20,000The payback period for Project A is…

Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.

2. For each action, write YES or NO for whether it will likely decrease your credit score: a. You request a copy of your credit report b. You open 5 new credit cards in one month c. You are 3 months late paying your student loan bill d. You lose your job, & it takes 4 months to find a new one

Suppose you have a job that pays you $15,000 a year. You receive a credit application in the mail stating that you have been pre-approved for $3,000 in credit, but that you must make at least $18,000 a year to receive the card. What should you do?

Directions: For each scenario, use the items in the tables to indicate whether the item will improve or decrease the individuals credit score. Then answer the question that follows. George just turned 21 and has applied for a few credit cards.  Here are some details about his profileItem    Improve or decrease credit scoreHe currently has 2 credit cards    He got his first credit card 8 months ago    He has no student loans    He has applied for 4 credit cards in the last year (and had 2 applications accepted)    He opened his last credit card 4 months ago    All of his credit cards currently have a balance, as he has trouble paying off his card each month    He has $5,000 currently outstanding on all his credit cards    He missed a payment in the last three months when he forgot to notify the card company that he had recently moved out of his apartment. He was 30 days behind on making a payment.    He has no cards currently past due    His credit card balances of $5,000 are about 55%…

The Scholastic Aptitude Test (or SAT) is a standardized college entrance test that is used by colleges and universities as a means for making admission decisions. The critical reading and mathematics components of the SAT are reported on a scale from 200 to 800. Several universities believe these scores are strong predictors of an incoming student’s potential success, and they use these scores as important inputs when making admission decisions on potential freshman. The tile RugglesCollege contains freshman year GPA and the critical reading and mathematics SAT scores for a random sample of 200 students who recently completed their freshman year at Ruggles College. Develop an estimated multiple regression equation that includes critical reading and mathematics SAT scores as independent variables. How much variation in freshman GPA is explained by this model? Test whether each of the regression parameters β0, β1, and β2, is equal to zero at a 0.05 level of significance. What are the correct interpretations of the estimated regression parameters? Are these interpretations reasonable? Using the multiple linear regression model you developed in part (a), what is the predicted freshman GPA of Bobby Engle, a student who has been admitted to Ruggles College with a 660 SAT score on critical reading and at a 630 SAT score on mathematics? The Ruggles College Director of Admissions believes that the relationship between a student’s scores on the critical reading component of the SAT and the student’s freshman GPA varies with the student’s score on the mathematics component of the SAT. Develop an estimated multiple regression equation that includes critical reading and mathematics SAT scores and their interaction as independent variables. How much variation in freshman GPA is explained by this model? Test whether each of the regression parameters β0, β1, β2, and β3 is equal to zero at a 0.05 level of significance. What are the correct interpretations of the estimated regression parameters? Do these results support the conjecture made by the Ruggles College Director of Admissions? Do you prefer the estimated regression model developed in part (a) or part (c)? Explain. What other factors could be included in the model as independent variables?

Would Qualifying an Indorsement Be Ethical? Suppose you have taken a promissory note for $3,500 payable in 12 months with interest at 10 percent as payment for some carpentry work you did for a friend. You have some reason to believe the maker of the note is in financial difficulty and may not be able to pay the note when it is due. You discuss with an elderly neighbor the possibility of her buying the note from you as an investment, and she agrees to buy it from you for $3,000. Would it be ethical for you to indorse the note with a qualified indorsement ("without recourse")?

Good day! I need your help tutor please answer the question attached below. The answer is already provided, which means that will be your basis if your answers are correct or not. Ps. In your solution, you identify the given and the what is being asked in the problem and I want to see the formula that you used and box your final answer. Don't give me a solution that is made in ms excel, I am not econ major so i'm asking for you to do the manual or the traditional computation.Lastly, don't give me a shortcut solution because i want to learn and study your computation :) Pps. I want you to use the Present Worth Method,Annuity Worth Method, Future Worth Method .(if applicable)