Mathematics Homework Help

PSYCH 625 University of Phoenix Non Parametric Tests Discussion Question

 

Provide an example of research when the data might require the use of a nonparametric testt. What parameters in this research would cause you to forego the use of a parametric test? Provide a specific example of data that might not meet the requirement for a parametric testt.

Respond to the following in a minimum of 175 words

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PSYCH 625 University of Phoenix Happiness and Engagement Dataset Statistics PPT

 

Imagine you must present your research findings to your HR department.

Create a 12- to 15-slide Microsoft® PowerPoint® presentation discussing your analysis of the data. Include the following in your presentation:

    • An introduction that includes the data and variables from the Happiness and Engagement Dataset.
    • A description and the results of each analysis, including:
    • The descriptive statistics from Part 1
    • The t testt from Part 2
    • The ANOVA from Part 3
    • The bivariate correlations from Part 4
    • A conceptual summary of the results stating what the data convey.

    Include detailed speaker notes on each slide as a transcript of what you would say while presenting this information.

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    The University of The People Standard Deviation Question

     

    I am unsure which answer is correct but I pretty certain that it is not e even though this seems the most logical choice.

    You read a research paper that applies to your industry, and it says that when people are given a list of facts about your product, they are more likely to buy your product and that the difference between the regular amount of sales and the sales when people read the list of facts is 3 standard deviations. how would you describe the difference of 3 standard deviations (select the best answer)?

    Select one:

    a. Cannot tell because the units are not specified.

    b. It is a small difference because 3 is a small number.

    c. It is an important difference because a 3 standard deviation difference would be expected due to random chance in less than 1% of the cases.

    d. It is NOT an important difference because with each sample there is variation and the difference could be due to chance.

    e. Cannot tell because the sample size is not given Information

    Many thanks

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    Liberty University Statistics Confidence Interval Questions

     

    1. Based on the class sample, you will create a 95% confidence interval for the mean age and the proportion of males in the population of all online college students.Note: The goal of the project is to practice making a confidence interval for a mean and proportion with real data. Do not worry about failed assumptions tests and do not make corrections for small sample size. Use primary methods described in text and used on homework.Using the same excel sheet as last week, answer the following in the “week 5” tab:
      • For the average age, form a 95% confidence interval:
        • What distribution should be used?
        • What is the critical value?
        • What is the error bound?
        • What is the lower bound?
        • What is the upper bound?
        • How do we interpret the results, in context of our study?
      • For the proportion of males, form a 95% confidence interval:
        • What distribution should be used?
        • What is the critical value?
        • What is the error bound?
        • What is the lower bound?
        • What is the upper bound?
        • How do we interpret the results, in context of our study?

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    DAT 565 University of Phoenix Sales and Advertisement Expenditure Worksheet

     

    Respond to the following in a minimum of 175 words:

    Models help us describe and summarize relationships between variables. Understanding how process variables relate to each other helps businesses predict and improve performance. For example, a marketing manager might be interested in modeling the relationship between advertisement expenditures and sales revenues.

    Consider the dataset below and respond to the questions that follow:

    Advertisement ($’000) Sales ($’000)

    1068 4489

    1026 5611

    767 3290

    885 4113

    1156 4883

    1146 5425

    892 4414

    938 5506

    769 3346

    677 3673

    1184 6542

    1009 5088

    • Construct a scatter plot with this data.
    • Do you observe a relationship between both variables?
    • Use Excel to fit a linear regression line to the data. What is the fitted regression model?
    • What is the slope? What does the slope tell us?Is the slope significant?
    • What is the intercept? Is it meaningful?
    • What is the value of the regression coefficient,r? What is the value of the coefficient of determination, r^2? What does r^2 tell us?
    • Use the model to predict sales and the business spends $950,000 in advertisement. Does the model underestimate or overestimates ales?

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    RU Division and Remainder Discussion

     

    In your initial discussion post this week, write a division word problem involving a remainder. Write the word problem such that the answer to the question asked in your word problem is just the whole number part of the quotient–the remainder should be ignored. Do not give the answer to the word problem.

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    University of Phoenix Non Employee Experience Math Worksheet

     

    I’m working on a Mathematics exercise and need support.

    1. Maria has a 45-minute lunch break. During the break, she will walk 5 minutes to another floor, say “hello” to 5 different friends, spend equal time with each friend, and then taking 5 minutes to walk back to her desk. How long can she spend with each friend?

    A. 5 minutes
    B. 8 minutes
    C. 4 minutes
    D. 6 minutes

    2. Fred bought 3 shirts and a tie. He remembers each shirt was $25, and the total cost was $85. How much was the tie?

    A. $15.00
    B. $21.25
    C. $12.50
    D. $10.00

    3. A family has a phone plan that includes 6 GB of data per month. 15 days into a 30-day month, the family has used 2 GB. At that rate, how many GB will the family use for the entire month?

    A. 4 GB
    B. 6 GB
    C. 3 GB
    D. 8 GB

    4. Pam’s business earns $33,000 per month. Pam’s non-employee expenses are $13,500 per month. If Pam wants $4,500 in profit per month, how many employees can she employ if each employee costs $3,000 per month?

    A. 5 employees
    B. 2.5 employees
    C. 4 employees
    D. 6 employees

    5. Jamie wants a new smart TV/sound system that costs $1,250. He does not have that much in cash to purchase it, so he uses a credit card with 18% annual interest. He puts $250 down, but he only pays the interest each month on that credit card debt. About how much will he pay in interest over 4 years?

    A. $720
    B. $1000
    C. $800
    D. $500

    6. A hiker is instructed to carry 2 cups of water for every 10 minutes spent walking. The hiker plans to hike for 60 minutes. How many cups of water should the hiker carry?

    A. 12 cups
    B. 8 cups
    C. 6 cups
    D. 10 cups

    7. A goal is to get at least 15% of daily calories from polyunsaturated fats found in various nuts, oils, and fish. 1 serving of walnuts (about 15 pieces) has about 21 grams of polyunsaturated fat. Each fat gram has 10 calories. On a 2,100-calorie diet, about what percent of daily calories does 1 serving of walnuts provide?

    A. 20%
    B. 15%
    C. 14.5%
    D. 10%

    8. A particular extension cord can support up to 8 amps. Martino has an iron whose label states 720 watts, and he wonders if the iron can be plugged into the extension cord. If watts are converted to amps by dividing by 144, how many amps does the iron use?

    A. 90 amps
    B. 5 amps
    C. 18 amps
    D. 14 amps

    9. A family’s monthly utility costs are $130 for phone, $150 for electric, $105 for cable TV, $65 for water/gas, and $75 for Internet. By eliminating cable, by what percent does the family reduce total utility cost?

    A. 25%
    B. 15%
    C. 33%
    D. 20%

    10. A golf lesson lasts from 10:00 a.m. – 11:15 a.m. and includes a 15-minute break with equal lengths of time before and after the break. At what time should the break start?

    A. 10:30 a.m.
    B. 10:45 a.m.
    C. 10:25 a.m.
    D. 10:40 a.m.

    11. A laptop computer consumes about 40 watts of electricity per hour when operating. At $0.20 per kilowatt-hour, how much does a laptop cost to operate for 10 hours?

    A. 800 cents
    B. 40 cents
    C. 8 cents
    D. 200 cents

    12. A shirt is on sale for 25% off. Sandy paid $7.50 for the shirt. What was the shirt’s regular price?

    A. $2.50
    B. $8.00
    C. $10.00
    D. $9.38

    13. At the start of a year, the MLS company’s stock initially sold for $40 per share. At the end of the quarter, the company’s stock was selling for $50 per share. What was the stock price’s rate of return (percent increase)?

    A. 25%
    B. 20%
    C. 80%
    D. 10%

    14. Flo sets a goal of walking 12,000 total steps per day. Flo’s normal routine involves walking 6,000 steps per day. If Flo walks 100 steps per minute, how many extra minutes should she walk per day beyond her normal routine?

    A. 90 minutes
    B. 60 minutes
    C. 50 minutes
    D. 40 minutes


    15. A restaurant bill for 4 people is $120. The group leaves a tip of $18. What percent tip is that?

    1. A. 18%
      B. 20%
      C. 10%
      D. 15%

      16. What is wrong with the following equation: 8 + (6/2) = 17 – 5

      A. The 2 sides of the equation do not evaluate to the same value.
      B. The slash cannot be used in an equation.
      C. The symbology is not standard so this cannot be evaluated for equality.
      D. The left side has more numbers in it than the right.

      17. A mirror should be centered on a wall. The mirror is 36 inches wide and the wall is 18 feet wide. Which equation helps determine the distance x on each side of the mirror?

      A. X + 36 + x = 18
      B. 3 + x + 3 = 18
      C. X + 3 + x = 18
      D. X = 18 + 3

      18. After several years of working, Katy has saved $125,000. If she invests that $125,000 in a savings fund that adds 4% each year, about how much will her savings account have after15 years? For this question, ignore compounding and taxes, and assume Katy does not put additional money into savings.

      A. $185,000
      B. $200,000
      C. $175,000
      D. $190,000

      19. Lee put $5,000 into a stock market index mutual fund that grew at an average of 6.5% per year for 10 years. Without any added deposits or withdrawals, about how much is in Lee’s mutual fund account after only 8 years, if you ignore compounding?

      A. $8,600
      B. $8,250
      C. $10,200
      D. $7,600

      20. Renting a car costs $40per day or $750 per month. Renting daily is cheaper for a few days, but after how many days is it cheaper to rent on a monthly basis?

      A. 20 days
      B. 19 days
      C. 18 days
      D. 21 days

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    Can a Summer Bridge Program Impact First Year Persistence & Performance PPT Feedback

     

    feedback for the presentation (pdf and the record about 10 min)

     I have attached the record also 

    https://www.4shared.com/mp3/UuBo6uvBiq/1_online.ht…

    https://www.4shared.com/mp3/HMe2btp9iq/2_online.ht…

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    ERAU Statistics in The Media Crime Rates in The US & Statistical Evidence Discussion

     

    We hear and see statistics in the media all the time. Examples include statistics about crime rates, children killed by handguns, pool drownings, people struck by lightning, and causes of car accidents.

    Locate an article that provides statistics on an issue of your choice. Respond to the following questions in a paper.

    • What is the article trying to say?
    • What are the key statistics cited?
    • Is there enough statistical evidence to support the author’s conclusions?
    • Do you think that the author overstated the issue?
    • How do you think the statistics used in the article impact perception of the issue?

    Your paper should be two double-spaced pages. Use current APA formatting to cite your sources.