Step 1: Read:Review Case Problem 3: Business Schools of Asia-Pacific download from Chapter 3 in the ebook.Step 2: Do:Run descriptive statistics for the Data File AsiaMBA (Chapter 3) using the video How to Add Excel's Data Analysis ToolPak. (Links to an external site.)One common error students get is: Descriptive Statistics - Input range contains non-numerical data. This is because you included non-numerical data, so delete those "yes/no" data in the range and run the test again.In a managerial report, use the methods of descriptive statistics toSummarize the data in Data File AsiaMBA.Summarize each variable in the data set.Step 3: Discuss:What new insights do these descriptive statistics provide concerning Asia-Pacific business schools? You should also analyze differences between local and foreign tuition costs, between mean starting salaries for schools requiring and not requiring work experience, and between starting salaries for schools requiring and not requiring English tests.

the exam has to be done on the Mobius website which I will provide the screenshot of the question once you are ready to start. the exam has 12 questions, see the attach for more detail of the exam

This project looks at the thickness of nonplanar graphs. Thickness is a difficult topic due to the lack of theoretical results.  However, an investigation into the thickness of nonplanar graphs offers excellent insight into planar graphs.  Below are the specific requirements for Project . Use Theorem 4.11 Below to help with the requirements. - Select and discuss a graph, G, with thickness 2  -- Show the graph and provide all of the descriptive information  -- Show the planar graphs that can be superimposed to form G - Select and discuss a graph, H, with thickness 3  -- Show the graph and provide all of the descriptive information  -- Show the planar graphs that can be superimposed to form H - Select and discuss a maximal planar graph with 8 vertices  -- Show the graph and provide all of the descriptive information  -- Discuss how the addition of a single edge creates a graph of thickness 2  -- Show the planar graphs that can be superimposed to form the graph with its additional edge - Discuss some generalizations about graphs of thickness 2  -- Let us know what you learned during this project  -- Provide additional graphs as required