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Christina Gray

Christina G.

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Two friends, Savvy Sally and Debtie Debbie, decide to make Saturday special and plan a fun family dinner twice a month. Sally packs a picnic lunch and spends every other Saturday in the park; that night, she deposits $100 in an online mutual fund savings account which pays 8% interest. Debbie takes her family out to eat every other Saturday and puts the charge of $100 on her credit card. Her credit card interest is 20% based on her credit score rating of "Prime". Part A: Based on the first scenario: Answer the following question utilizing the Future Value of Annuity calculator: If Sally’s account compounds monthly, calculate how much Sally will have in her savings account: In 10 years? In 20 years In 30 years? In 40 years? Part B: Based on the second scenario: Answer the following question utilizing the Credit Card Interest Calculator: For just one year of spending $100 on dinner every other Saturday, how much would Debbie pay in interest for her credit card balance of $2,400 if she pays the minimum payment of $48 per month? How long would it take for Debbie to pay off the debt? If she had the better credit score rating of "Superprime", her interest rate would be lowered to 18%. With this change, how much interest would she pay and how long would it take to pay off this debt? For more information about interest rates, please review this article regarding credit score ratings. Part C: For the conclusion of this assignment, answer the following questions. Were you surprised at the results? What lessons did you learn from these calculations? What changes may you make in your personal finances based on the knowledge of time value of money principles?

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Two friends, Savvy Sally and Debtie Debbie, decide to make Saturday special and plan a fun family dinner twice a month. Sally packs a picnic lunch and spends every other Saturday in the park; that night, she deposits $100 in an online mutual fund savings account which pays 8% interest. Debbie takes her family out to eat every other Saturday and puts the charge of $100 on her credit card. Her credit card interest is 20% based on her credit score rating of "Prime". Part A: Based on the first scenario: If Sally’s account compounds monthly, calculate how much Sally will have in her savings account: In 10 years? In 20 years In 30 years? In 40 years? Part B: Based on the second scenario: For just one year of spending $100 on dinner every other Saturday, how much would Debbie pay in interest for her credit card balance of $2,400 if she pays the minimum payment of $48 per month? How long would it take for Debbie to pay off the debt? If she had the better credit score rating of "Superprime", her interest rate would be lowered to 18%. With this change, how much interest would she pay and how long would it take to pay off this debt?

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I need help with this assignment. Please see details and attachment: Assignment Details Part A: Forecasting with the Percentage of Sales Method calculation: Utilizing the fictitious company Tag-It Corporation, prepare next year's forecast in a pro forma income statement. Tag-It's CEO requested a report of a forecast with an increase in total revenue of 20% for next year. Prepare a forecast for next year utilizing the percentage of sales method, and complete the column in the forecast section on the Excel spreadsheet below. Here is the current income statement for Tag-It: Download the income statement. (it is attached to this post) Part B: Analyze the growth rate in sales and the CEO’s prediction The total revenue numbers over the past 5 years for Tag-It Corporation were as follows (values in millions): 2018     72,710  2019     75,360 2020     78,112 2021     93,561 Determine whether you think Tag-It can hit the target of a 20% increase in sales next year. Part C: Develop the CEO’s report with your findings....

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Assignment Overview Unit 2 - Individual Project Assignment Details Part A: Forecasting with the Percentage of Sales Method calculation: Utilizing the fictitious company Tag-It Corporation, prepare next year's forecast in a pro forma income statement. TagIt's CEO requested a report of a forecast with an increase in total revenue of \( 20 \% \) for next year. Prepare a forecast for next year utilizing the percentage of sales method, and complete the column in the forecast section on the Excel spreadsheet below. Here is the current income statement for Tag-It: Download the income statement. Part B: Analyze the growth rate in sales and the CEO's prediction 1. The total revenue numbers over the past 5 years for Tag-It Corporation were as follows (values in mitilions): - \( 2018 \quad 72,710 \) - 201975,360 - \( 2020 \quad 78,112 \) - \( 2021 \quad 93,561 \) 2. Determine whether you think Tag-lt can hit the target of a \( 20 \% \) increase in sales next year. Part C: Develop the CEO's report with your findings. Prepare a 5 -page report that includes a pro forma forecast using the template provided and an analysis of Tag-It's ability to hit the \( \mathbf{2 0 \%} \) increase in sales in a separate word document. Use the following template to complete the Unit 2 Individual Project (IP): Unit 2 Template The use of 1 scholarly source (e.g., textbook, article from the CEC Library) is required. Forecast Year over Year EDIT EDIT FIVASTE IP TEMPLATE FOR STEDENTS (mented 2e29)

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Ivan Kochetkov verified

Numerade educator

Assignment Overview Unit 4 - Individual Project Step 1: Set Up Null and Alternative Hypotheses Based on the request description, explain if a one-tailed or two-tailed test is needed. If a one-tailed test is needed, is it a left or right-tailed test? Please explain why one alternative is better than the other. State both of the following hypotheses: - Null hypothesis - Alternative hypothesis You will need the following information to progress to Step 2: - Standard deviation: Explain what standard deviation is. Locate the calculated standard deviation in the assignment description, and enter here. - Random variable: Explain what a random variable is. Locate it in the assignment description, and enter here. - Test type: Compare and contrast t-test and z-test. Once done, determine which one is appropriate for the experiment given the fact that the sample size is less than 30. Step 2: Decide the Level of Significance Explain what the significance level is, and determine whether the one used in the assignment description is high, medium, or low. What does this significance level tell you about this test? Locate the level of significance in the given scenario, and list it in this step. Significance level =? Determine the degree of freedom based on the number of reviewed documents in the new experiment ( n=20 ) and based on the formula Degree of freedom = n-1. Degree of freedom = ?

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Ivan Kochetkov verified

Numerade educator

Assignment Overview Unit 4 - Individual Project Assignment Details The below scenario describes a real-world or business application that utilizes statistical analysis to help resolve a business problem: increasing efficiency by decreasing processing time. Prepare an analysis by completing five steps of the hypothesis testing with one sample. The report should be a minimum of 5 pages in length. Last week, your manager asked you to analyze staffing needs for the Foreclosure Department. She was so impressed, and she wants you to create another report for her. Her intention is to decrease the processing time per document. Based on last week's report, the average number of processed documents per hour was 15.11 , with a standard deviation of 2.666. That is, one document was reviewed in 238.25 seconds. To be objective as much as possible, the manager spoke with an employee whose average was exactly 15 documents per hour. The employee claimed that if she was given a larger monitor, the processing time would be shorter. They conducted an experiment with a large monitor and measured processing time. After reviewing 20 documents, the calculated average processing time per document was 190.58 seconds. The manager believes that a bigger monitor helped reduce the processing time for reviewing foreclosure documents. Conduct a hypothesis test using a 95% confidence level, which means that significance level ?? = 0.05. Use the 5-step process, and explain each term or concept mentioned in each section in the following. Step 1: Set Up Null and Alternative Hypotheses Based on the request description, explain if a one-tailed or two-tailed test is needed. If a one-tailed test is needed, is it a needed, is it

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Last week, your manager asked you to analyze staffing needs for the Foreclosure Department. She was so impressed, and she wants you to create another report for her. Her intention is to decrease the processing time per document. Based on last week's report, the average number of processed documents per hour was 15.11, with a standard deviation of 2.666. That is, one document was reviewed in 238.25 seconds. To be objective as much as possible, the manager spoke with an employee whose average was exactly 15 documents per hour. The employee claimed that if she was given a larger monitor, the processing time would be shorter.

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Sheryl Ezze verified

Numerade educator

Standard deviation: Explain what standard deviation is. Locate the calculated standard deviation in the assignment description, and enter here. Random variable: Explain what a random variable is. Locate it in the assignment description, and enter here. Test type: Compare and contrast t-test and z-test. Once done, determine which one is appropriate for the experiment given the fact that the sample size is less than 30. Step 2: Decide the Level of Significance Explain what the significance level is, and determine whether the one used in the assignment description is high, medium, or low. What does this significance level tell you about this test? Locate the level of significance in the given scenario, and list it in this step. Significance level = ? Determine the degree of freedom based on the number of reviewed documents in the new experiment (n = 20) and based on the formula Degree of freedom = n – 1. Degree of freedom = ? Critical value = (You will need to use the t-table and find the intersection point between the degree of freedom and the alpha value that is provided in the assignment description.)

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