WK 3 ASS- BUS 307
Data Analysis Skills and Thinking
Submit a paper of at least four pages in length, excluding the title and reference pages, that includes at least three sources, including a minimum of two scholarly sources and the text. Explain in detail why data analysis skills are so important to Spend Analysis. Describe how a structured process such as Six Sigma methodology (Chapter 4) can be useful to identify spending patterns and identify opportunities for improvement. Recommend which functional areas of the business, such as finance, should be involved in Spend Analysis efforts and justify the rationale for your choices.
In: Operations Management
Warm-up, skill-building practice. Calculate the following:
Income tax scenarios. Use the tax table information provided to compute the required values, making sure to show your calculation steps.
In: Accounting
You registered your logo under the Trade Marks Act in May 1998. You are still setting up your business and have yet to use it. In January 2020,you discover that another company has started using the exact same trademark.Is there anything you cando about it?If so, what? If not, why not?
In: Operations Management
In: Economics
This question under Quantitative methods === had no idea under
what topics so I put under statistics and Probability
Pls do not handwritten for easy reading === ===
Question:-
1b) Describe a Linear Programming problem in 300 words so that
people who have not had any exposure to Microsoft Excel Solver will
understand what LP is(Note: Please do not write a
textbook-definition-ish description. You have to explain LP in your
own words so that someone like your grand-parents or nephew 12 yr
old who have not heard about anything about operations research
would understand)
In: Statistics and Probability
|
Pepsi |
Last year |
|
Days Sales Outstanding (A/R period) |
41.59 |
|
Days Inventory (Inventory Period) |
41.93 |
|
Payables Period (A/P period) |
154.33 |
Cash Cycle = Days Sales Outstanding + Days Inventory – Payables Period
Questions
In: Finance
In: Psychology
Use matrix algebra to answer the following question: A division of an automobile manufacturing company handles two models: A and B. Model A requires 1 labour hour to paint and 1⁄2 labour hour to polish. Model B requires 1 labour hour for each process. During each hour that the division operates, there are 90 labour hours available for painting and 75 labour hours for polishing. The number of each model that this division must handle if all labour hours available are utilized happens to be
a) 20 of A, 70 of B
b) 50 of A, 40 of B
c) 60 of A, 30 of B
d) 45 of A, 45 of B
e) 30 of A, 60 of B
f) None of the above
be detail explain why .
In: Economics
In a scientific study that tries to relate the biodiversity of macro invertebrates to the acidity of the water near mines, samples of macro invertebrates were taken at the rate of a monthly sample for 12 months in two different locations. For the first locality, an average biodiversity index of 3.11 and a sample standard deviation of 0.771 were obtained. For the second locality the average biodiversity index was 2.04 with a standard deviation of 0.448.
a. Build and interpret a 90% confidence interval for the difference in the means of the two localities assuming that the populations conform approximately to a normal population and that the variances can be considered equal.
b. Assess whether the evidence supports the presumption of equal
variances
c. Would it have been better to use a 95% range? Explain in
detail
In: Statistics and Probability
In a scientific study that tries to relate the biodiversity of macro invertebrates to the acidity of the water near mines, samples of macro invertebrates were taken at the rate of a monthly sample for 12 months in two different locations. For the first locality, an average biodiversity index of 3.11 and a sample standard deviation of 0.771 were obtained. For the second locality the average biodiversity index was 2.04 with a standard deviation of 0.448.
a). BUILD and INTERPRET a 90% confidence interval for the difference in the means of the two localities assuming that the populations conform approximately to a normal population and that the variances can be considered equal.
b). Assess whether the evidence supports the presumption of equal variances
c). Would it have been better to use a 95% range? Explain in detail
In: Statistics and Probability