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Need done in the next 8 hours Please show ALL work in detail Please make sure ...

Need done in the next 8 hours Please show ALL work in detail Please make sure all answers are correct  

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  1.         It is estimated that 27% of all California adults are col ...

  1.         It is estimated that 27% of all California adults are college graduates and that 31% of California adults are regular internet users. It is also estimated that 21% of California adults are both college graduates and regular internet users.   (a) Among California adults, what is the probability that a randomly chosen internet user is a college graduate? Round your answer to 2decimal places.   (b) What is the probability that a California adult is an internet user, given that he or she is a college graduate? Round your answer to 2 decimal places.           2. A soft drink company has recently received customer complaints about its one-liter-sized soft drink products. Customers have been claiming that the one-liter-sized products contain less than one liter of soft drink. The company has decided to investigate the problem. According to the company records, when there is no malfunctioning in the beverage dispensing unit, the bottles contain 1.01liters of beverage on average, with a standard deviation of 0.14liters. A sample of 70bottles has been taken to be measured from the beverage dispensing lot. The mean amount of beverage in these 70bottles was 0.995liters. Find the probability of observing a sample mean of 0.995liters or less in a sample of 70bottles, if the beverage dispensing unit functions properly.   Carry your intermediate computations to at least four decimal places. Round your answer to at least three decimal places.           3. An existing inventory for a test measuring self-esteem indicates that the scores have a standard deviation of 8 . A psychologist gave the self-esteem test to a random sample of 70individuals, and their mean score was 68 . Construct a 95%confidence interval for the true mean of all test scores. Then complete the table below.   Carry your intermediate computations to at least three decimal places. Round your answers to one decimal place.   This goes with question 3   What is the lower limit of the 95% confidence interval?   What is the upper limit of the 95% confidence interval?                               4. Use the calculator provided to solve the following problems.   Consider a t distribution with 15degrees of freedom. Compute P(t > 1.33). Round your answer to at least three decimal places.   Consider a t distribution with 18degrees of freedom. Find the value of c such that   P(-cc) = 0.1. Round your answer to at least two decimal places.  

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      Complete the following questions in a 1-3 page document formatted pe ...

      Complete the following questions in a 1-3 page document formatted per APA Requirements. Be sure to use Version 1 of Online Statistics: An Interactive Multimedia Course of Study: http://onlinestatbook.com/version_1.html   The following questions use data from the Angry Moods (AM) case study.   1. Lane, Chapter 7, exercise 25 (Angry Moods Study)   25. Suppose in the population, the Anger-Out score for men is two points higher than it is for women. The population variances for men and women are both 20. Assume the Anger-Out scores for both genders are normally distributed. Given this information about the population parameters:   (a) What is the mean of the sampling distribution of the difference between means? (relevant section) (b) What is the standard error of the difference between means? (relevant section) (c) What is the probability that you would have gotten this mean difference (see #24) or less in your sample? (relevant section)   2. Lane, Chapter 8, exercise 25 (Angry Moods Study)   (AM#10) Calculate the 95% confidence interval for the difference between the mean Anger-In score for the athletes and non-athletes. What can you conclude? (relevant section)   3. Lane, Chapter 9, exercise 27 (Angry Moods Study)   For the following problem (#27) complete the three parts listed below:   (a) What is the 95% confidence interval on the difference between means? (relevant section) (b) Based on your confidence interval, can you reject the null hypothesis at the .05 level? (relevant section) (c) What do you conclude? (relevant section & relevant section)   27. (AM#6) Is there a difference in how much males and females use aggressive behavior to improve an angry mood? For the "Anger-Out" scores, compare the means for each gender.           ANGRY MOODS CASE STUDY:   Case study prepared by: Emily Zitek Overview People have different ways of improving their mood when angry. We have all seen people punch a wall when mad, and indeed, previous research has indicated that some people aggress to improve their mood (Bushman, Baumeister & Phillips, 2001). What do the top athletes do when angry? Striegel (1994) found that anger often hurts an athlete’s performance and that capability to control anger is what makes good athletes even better. This study adds to the past research and examines the difference in ways to improve an angry mood by gender and sports participation.   The participants were 78 Rice University undergraduates, ages 17 to 23. Of these 78 participants, 48 were females and 30 were males and 25 were athletes and 53 were non-athletes. People who did not play a varsity or club sport were considered non-athletes. The 13 contact sport athletes played soccer, football, rugby, or basketball, and the 12 non-contact sport athletes participated in Ultimate Frisbee, baseball, tennis, swimming, volleyball, crew, or dance. The participants were asked to respond to a questionnaire that asked about what they do to improve their mood when angry or furious. Then they filled out a demographics questionnaire. Note:This study used the most recent version of the State-Trait Anger Expression Inventory (STAXI-2) (Spielberger, Sydeman, Owen & Marsh, 1999) which was modified to create an Angry Mood Improvement Inventory similar to that created by Bushman et al. (2001).   Questions to Answer Do athletes and non-athletes deal with anger in the same way? Are there any gender differences? Specifically, are men more likely to believe that aggressive behavior can improve an angry mood? Design Issues This study has an extremely unbalanced design. There were a lot more non-athletes than athletes in the sample. In the future, more athletes should be used. This study originally wanted to look at contact and non-contact athletes separately, but there were not enough participants to do this. Future studies could look at this. Descriptions of Variables   Variable Description Sports 1 = athletes, 2 = non-athletes Gender 1 = males, 2 = females Anger-Out (AO) high scores demonstrate that people deal with anger by expressing it in a verbally or physically aggressive fashion Anger-In (AI) high scores demonstrate that people experience anger but do not express it (suppress their anger) Control-Out (CO) high scores demonstrate that people control the outward expression of angry feelings Control-In (CI) high scores demonstrate that people control angry feelings by calming down or cooling off Expression (AE) index of general anger expression: (Anger-Out) + (Anger-In) - (Control-Out) - (Control-In) + 48   Note: Description of the items comes from Spielberger et al. (1999).       References Bushman, B.J., Baumeister, R.F. & Phillips, C.M. (2001). Do people aggress to improve their mood? Catharsis beliefs, affect regulation opportunity, and aggressive responding. Journal of Personality and Social Psychology, 81(1), 17-32. Spielberger, C. D., Sydeman, S. J., Owen, A. E., Marsh, B. J. (1999). Measuring anxiety and anger with the State-Trait Anxiety Inventory (STAI) and the State-Trait Anger Expression Inventory (STAXI). In M. E. Maruish (Ed.), The use of psychological testing for treatment planning and outcomes assessment (2nd ed., pp. 993-1021). Mahwah: Lawrence Erlbaum Associates. Striegel, D. (1994). Anger in tennis: Part 2. Effects of anger on performance, coping with anger, and using anger to one’s benefit. Journal of Performance Psychology, 2, 56-92.  

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1 Marks: 1 W4-01. Suppose x is a random variable best described by a uniform p ...

1 Marks: 1 W4-01. Suppose x is a random variable best described by a uniform probability distribution with c EQUAL 30 and d EQUAL 90. Find P(30 ? x ? 45). Choose one answer.                  a. 0.15                   b. 0.35                   c. 0.25                   d. 0.025               Question 2 Marks: 1 W4-12. Which geometric shape is used to represent areas for a uniform distribution? Choose one answer.                  a. Rectangle                       b. Triangle                           c. Bell curve                        d. Circle               Question 3 Marks: 1 W4-17. Find a value of the standard normal random variable z, called z0, such that P(-z0? z ? z0) EQUAL 0.98. Choose one answer.                  a. 2.33                   b. 1.96                   c. .99                      d. 1.645               Question 4 Marks: 1 W4-03. Suppose x is a random variable best described by a uniform probability distribution with c EQUAL 20 and d EQUAL 60. Find P(x > 60). Choose one answer.                  a. 0.4                     b. 0.5                     c. 1                         d. 0        Question 5 Marks: 1 W4-02. Suppose x is a random variable best described by a uniform probability distribution with c EQUAL 10 and d EQUAL 90. Find P(x < 42). Choose one answer.                  a. 0.04                   b. 0.5                     c. 0.4                      d. 0.32  Question 6 Marks: 1 W4-20. A physical fitness association is including the mile run in its secondary-school fitness test. The time for this event for boys in secondary school is known to possess a normal distribution with a mean of 440 seconds and a standard deviation of 50 seconds. Find the probability that a randomly selected boy in secondary school can run the mile in less than 325 seconds. Choose one answer.                  a. .0107                                 b. .4893                                c. .5107                                 d. .9893               Question 7 Marks: 1 W4-08. The diameters of ball bearings produced in a manufacturing process can be described using a uniform distribution over the interval 3.5 to 5.5 millimeters. What is the probability that a randomly selected ball bearing has a diameter greater than 4.6 millimeters? Choose one answer.                  a. 2                         b. 0.8364                              c. 0.5111                               d. 0.45  Question 8 Marks: 1 W4-06. Suppose x is a random variable best described by a uniform probability distribution with c EQUAL 3 and d EQUAL 9. Find the value of a that makes the following probability statement true: P(3.5 ? x ? EQUAL 0.5. Choose one answer.                  a. 6.5                     b. 6                         c. 4                         d. 1.2    Question 9 Marks: 1 W4-07. High temperatures in a certain city for the month of August follow a uniform distribution over the interval 68°F to 90°F. What is the probability that the high temperature on a day in August exceeds 73°F? Choose one answer.                  a. 0.0455                              b. 0.2273                              c. 0.462                                 d. 0.7727             Question 10 Marks: 1 W4-05. Suppose x is a random variable best described by a uniform probability distribution with c EQUAL 3 and d EQUAL 5. Find the value of a THAT makes the following probability statement true: P(x ? EQUAL 0.75. Choose one answer.                  a. 4.7                     b. 4.5                     c. 3.5                      d. 1.5    Question 11 Marks: 1 W4-19. For a standard normal random variable, find the probability that z exceeds the value -1.65. Choose one answer.                  a. 0.5495                              b. 0.4505                              c. 0.0495                               d. 0.9505             Question 12 Marks: 1 W4-13. Suppose x is a uniform random variable with c EQUAL 40 and d EQUAL 70. Find the standard deviation of x. Choose one answer.                  a. ? EQUAL 3.03                                b. ? EQUAL 1.58                                c. ? EQUAL 8.66                                 d. ? EQUAL 31.75             Question 13 Marks: 1 W4-09. A machine is set to pump cleanser into a process at the rate of 7 gallons per minute. Upon inspection, it is learned that the machine actually pumps cleanser at a rate described by the uniform distribution over the interval 6.5 to 9.5 gallons per minute. What is the probability that at the time the machine is checked it is pumping more than 8.0 gallons per minute? Choose one answer.                  a. .50                     b. .25                     c. .7692                                 d. .667  Question 14 Marks: 1 W4-15. After a particular heavy snowstorm, the depth of snow reported in a mountain village followed a uniform distribution over the interval from 15 to 22 inches of snow. Find the standard deviation of the snowfall amounts. Choose one answer.                  a. 1.42 inches                     b. 18.5 inches                     c. 2.02 inches                     d. 4.08 inches    Question 15 Marks: 1 W4-11. The age of customers at a local hardware store follows a uniform distribution over the interval from 18 to 60 years old. Find the probability that the next customer who walks through the door exceeds 50 years old. Round to the nearest ten-thousandth. Choose one answer.                  a. 0.3600                              b. 0.7619                              c. 0.8333                               d. 0.2381             Question 16 Marks: 1 W4-14. Suppose a uniform random variable can be used to describe the outcome of an experiment with outcomes ranging from 30 to 80. What is the mean outcome of this experiment? Choose one answer.                  a. 55                       b. 30                      c. 80                       d. 60     Question 17 Marks: 1 W4-16. Use the standard normal distribution to find P(-2.25 < z < 0). Choose one answer.                  a. .5122                                 b. .4878                                c. .6831                                 d. .0122               Question 18 Marks: 1 W4-10. A machine is set to pump cleanser into a process at the rate of 9 gallons per minute. Upon inspection, it is learned that the machine actually pumps cleanser at a rate described by the uniform distribution over the interval 8.5 to 11.5 gallons per minute. Find the probability that between 9.0 gallons and 10.0 gallons are pumped during a randomly selected minute. Choose one answer.                  a. 0                         b. 0.33                   c. 1                         d. 0.67  Question 19 Marks: 1 W4-04. Suppose x is a uniform random variable with c EQUAL 20 and d EQUAL 60. Find P(x > 44). Choose one answer.                  a. 0.4                     b. 0.9                     c. 0.6                      d. 0.1    Question 20 Marks: 1 W4-18. Find a value of the standard normal random variable z, called z0, such that P(z ? z0) EQUAL 0.70. Choose one answer.                  a. .47                     b. .98                     c. .53                        d. .81    

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please finish it asap and kindly reminder me ...

please finish it asap and kindly reminder me

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what should you do if you are surrounded by 20 lions, 15 tigers, and 10 leopards ...

what should you do if you are surrounded by 20 lions, 15 tigers, and 10 leopards?

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I need an expert on high school academic math class courses pre cal. Group By: ...

I need an expert on high school academic math class courses pre cal. Group By: Search: [removed] Unit Lesson Activity Due Date Date Recorded Last Message Score Status % Possible 1. Functions 1. What Is a Function? 1.1.3 - Quiz: What Is a Function?   11 Apr 2016   14   70% 20 1. Functions 2. Graphing Functions 1.2.3 - Quiz: Graphing Functions   25 May 2016   14   70% 20 1. Functions 3. Linear Functions 1.3.3 - Quiz: Linear Functions   26 May 2016   14   70% 20 1. Functions 4. Arithmetic Sequences and Series 1.4.3 - Quiz: Arithmetic Sequences and Series   26 May 2016   14   70% 20 1. Functions 5. Linear Equations and Inequalities 1.5.3 - Quiz: Linear Equations and Inequalities   28 Jun 2016   14   70% 20 1. Functions 6. Linear Systems 1.6.4 - Quiz: Linear Systems   30 Jun 2016   10   50% 20 1. Functions 7. Two Variable Data Sets and the Line of Best Fit 1.7.3 - Quiz: Two Variable Data Sets and the Line of Best Fit         Not Complete   10 1. Functions 8. Two-Variable Data 1.8.3 - Quiz: Scatterplots and Correlation         Not Complete   20 1. Functions 8. Two-Variable Data 1.8.4 - Quiz: Least Squares Regression         Not Complete   20 1. Functions 9. Arithmetic of Functions 1.9.3 - Quiz: Arithmetic of Functions         Not Complete   20 1. Functions 10. Functions Wrap-Up 1.10.3 - Practice: Functions         Not Complete   50 1. Functions 10. Functions Wrap-Up 1.10.4 - Discuss: What Questions Do You Have?         Not Complete   20 1. Functions 10. Functions Wrap-Up 1.10.5 - Test (CST): Functions         Not Complete   60 1. Functions 10. Functions Wrap-Up 1.10.6 - Test (TST): Functions         Not Complete   100 2. Quadratic Functions 1. Forms of Quadratic Functions 2.1.3 - Quiz: Forms of Quadratic Functions         Not Complete   20 2. Quadratic Functions 2. Graphing Quadratic Functions 2.2.3 - Quiz: Graphing Quadratic Functions         Not Complete   20 2. Quadratic Functions 3. Transformations 2.3.3 - Quiz: Transformations         Not Complete   20 2. Quadratic Functions 4. Solving Quadratic Equations 2.4.3 - Quiz: Solving Quadratic Equations         Not Complete   20 2. Quadratic Functions 5. Applications of Quadratic Functions 2.5.3 - Quiz: Applications of Quadratic Functions         Not Complete   20 2. Quadratic Functions 6. Quadratic Functions Wrap-Up 2.6.3 - Practice: Quadratic Functions         Not Complete   50 2. Quadratic Functions 6. Quadratic Functions Wrap-Up 2.6.4 - Discuss: What Questions Do You Have?         Not Complete   20 2. Quadratic Functions 6. Quadratic Functions Wrap-Up 2.6.5 - Test (CST): Quadratic Functions         Not Complete   60 2. Quadratic Functions 6. Quadratic Functions Wrap-Up 2.6.6 - Test (TST): Quadratic Functions         Not Complete   100 3. Polynomial and Rational Functions 1. Polynomial Expressions 3.1.3 - Quiz: Polynomial Expressions         Not Complete   20 3. Polynomial and Rational Functions 2. Dividing Polynomials 3.2.3 - Quiz: Dividing Polynomials         Not Complete   20 3. Polynomial and Rational Functions 3. Solving Polynomial Equations 3.3.3 - Quiz: Solving Polynomial Equations         Not Complete   20 3. Polynomial and Rational Functions 4. Graphing Polynomial Functions 3.4.3 - Quiz: Graphing Polynomial Functions         Not Complete   20 3. Polynomial and Rational Functions 5. Rational Functions 3.5.3 - Quiz: Rational Functions         Not Complete   20 3. Polynomial and Rational Functions 6. Polynomial and Rational Functions Wrap-Up 3.6.3 - Practice: Polynomial and Rational Functions         Not Complete   50 3. Polynomial and Rational Functions 6. Polynomial and Rational Functions Wrap-Up 3.6.4 - Discuss: What Questions Do You Have?         Not Complete   20 3. Polynomial and Rational Functions 6. Polynomial and Rational Functions Wrap-Up 3.6.5 - Test (CST): Polynomial and Rational Functions         Not Complete   60 3. Polynomial and Rational Functions 6. Polynomial and Rational Functions Wrap-Up 3.6.6 - Test (TST): Polynomial and Rational Functions         Not Complete   100 4. Exponential and Logarithmic Functions 1. Exponents and Radicals 4.1.3 - Quiz: Exponents and Radicals         Not Complete   20 4. Exponential and Logarithmic Functions 2. Exponential Functions 4.2.3 - Quiz: Exponential Functions         Not Complete   20 4. Exponential and Logarithmic Functions 3. Geometric Sequences 4.3.3 - Quiz: Geometric Sequences         Not Complete   20 4. Exponential and Logarithmic Functions 4. Introduction to Logarithms 4.4.3 - Quiz: Introduction to Logarithms         Not Complete   20 4. Exponential and Logarithmic Functions 5. Graphs of Logarithmic Functions 4.5.3 - Quiz: Graphs of Logarithmic Functions         Not Complete   20 4. Exponential and Logarithmic Functions 6. Applications of Logarithms 4.6.3 - Quiz: Applications of Logarithms         Not Complete   20 4. Exponential and Logarithmic Functions 7. Exponential and Logarithmic Functions Wrap-Up 4.7.3 - Practice: Exponential and Logarithmic Functions         Not Complete   50 4. Exponential and Logarithmic Functions 7. Exponential and Logarithmic Functions Wrap-Up 4.7.4 - Discuss: What Questions Do You Have?         Not Complete   20 4. Exponential and Logarithmic Functions 7. Exponential and Logarithmic Functions Wrap-Up 4.7.5 - Test (CST): Exponential and Logarithmic Functions         Not Complete   60 4. Exponential and Logarithmic Functions 7. Exponential and Logarithmic Functions Wrap-Up 4.7.6 - Test (TST): Exponential and Logarithmic Functions         Not Complete   100 5. Conic Sections 1. Introduction to Conic Sections 5.1.3 - Quiz: Introduction to Conic Sections         Not Complete   20 5. Conic Sections 2. Ellipses 5.2.3 - Quiz: Ellipses         Not Complete   20 5. Conic Sections 3. Hyperbolas 5.3.3 - Quiz: Hyperbolas         Not Complete   20 5. Conic Sections 4. Parabolas 5.4.3 - Quiz: Parabolas         Not Complete   20 5. Conic Sections 5. Systems of Conic Sections 5.5.3 - Quiz: Systems of Conic Sections         Not Complete   20 5. Conic Sections 6. Conic Sections Wrap-Up 5.6.3 - Practice: Conic Sections         Not Complete   50 5. Conic Sections 6. Conic Sections Wrap-Up 5.6.4 - Discuss: What Questions Do You Have?         Not Complete   20 5. Conic Sections 6. Conic Sections Wrap-Up 5.6.5 - Test (CST): Conic Sections         Not Complete   60 5. Conic Sections 6. Conic Sections Wrap-Up 5.6.6 - Test (TST): Conic Sections         Not Complete   100 6. Sequences and Series 1. Finding Patterns 6.1.3 - Quiz: Finding Patterns         Not Complete   28 6. Sequences and Series 1. Finding Patterns 6.1.4 - Quiz: Letter and Number Patterns         Not Complete   24 6. Sequences and Series 2. Arithmetic Sequences 6.2.3 - Quiz: Arithmetic Sequences         Not Complete   24 6. Sequences and Series 2. Arithmetic Sequences 6.2.4 - Quiz: Rules For Arithmetic Sequences         Not Complete   28 6. Sequences and Series 3. Geometric Sequences 6.3.3 - Quiz: Geometric Sequences         Not Complete   26 6. Sequences and Series 3. Geometric Sequences 6.3.4 - Quiz: Formulas for Geometric Sequences         Not Complete   24 6. Sequences and Series 4. Applications of Number Sequences 6.4.3 - Quiz: Applications of Arithmetic Sequences         Not Complete   24 6. Sequences and Series 4. Applications of Number Sequences 6.4.4 - Quiz: Applications of Geometric Sequences         Not Complete   28 6. Sequences and Series 4. Applications of Number Sequences 6.4.5 - Quiz: Applications of Other Sequences         Not Complete   20 6. Sequences and Series 5. Number Series 6.5.3 - Quiz: Arithmetic Series         Not Complete   28 6. Sequences and Series 5. Number Series 6.5.4 - Quiz: Geometric Series         Not Complete   28 6. Sequences and Series 6. Wrap-Up 6.6.1 - Practice: Assignment         Not Complete   60 6. Sequences and Series 6. Wrap-Up 6.6.3 - Discuss: Examining Sequences and Series         Not Complete   30 6. Sequences and Series 6. Wrap-Up 6.6.4 - Test (CST): Sequences and Series         Not Complete   75 6. Sequences and Series 6. Wrap-Up 6.6.5 - Test (TST): Sequences and Series         Not Complete   50 7. Precalculus Semester 1 Review and Exam 1. Preparing for the Semester Exam 7.1.2 - Exam: Semester Exam (Computer-Scored)         Not Complete   170 7. Precalculus Semester 1 Review and Exam 1. Preparing for the Semester Exam 7.1.3 - Final Exam: Semester Exam (Teacher-Scored)         Not Complete   100 B. Additional Activities 1. Extra Credit B.1 - Extra Credit: Extra Credit         Not Complete   15   Summary Excused Points                   Total Points       80   3% 2527 [removed] I need someone who will give me an A+++.. I do not know how to price this because each unit has a quiz with 10 questions and a exam at the end. You can see on the syllabus. The only way you can move on to the next unit is that you have to complete it. Please be fair and good on price because you give me a great grade you will get the other half of my semester. Thank you!

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Can someone assist me with this. My major is Sports Medicine. ...

Can someone assist me with this. My major is Sports Medicine.

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  Report has to be minimum of 5 pages long, which includes a cover sheet, and ...

  Report has to be minimum of 5 pages long, which includes a cover sheet, and one sheet at the end to indicate your sources, it has to be typed and double spaced. On your cover sheet, make sure you include your name, my name, the Course title, the semester, and topic of your Report.     You can write about life of any mathematician, make sure to include some of his or her mathematical accomplishments.

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