Please properly cite the work. Use the internet to find one example of each of the following graphs:Line graphBar graph (horizontal or vertical bars are acceptable)Pie graphSuppose you were presenting these graphs to a group of people (clients, co-workers, friends, etc.) who are not mathematically savvy.Create a 7- to 10-slide presentation with speaker notes that provides a non-technical explanation of each graph. Remember, you are addressing people who probably do not like or understand mathematical terms. For each graph, include the following:Screenshot of your graph.For the line graph, what are the labels on the horizontal and vertical axes? For the bar graph, what labels are on the bars? What is being measured in this graph? (Hint: look at the axis label.)For the pie graph, what is the title, in other words, what is it measuring?How would you improve each graph if at all? Is anything missing, misleading, or perhaps just wrong with this graph?What would be the appropriate measure(s) for central tendency (mean, median, mode) to display with each graph?What measure of dispersion (range, standard deviation) would be best?Provide a reference citation for the source of your graph so your facilitator can find the graph online. Note: sometimes information changes from day to day on websites, hence the reason for the required screenshot in first bullet point above.Note: If you are having difficulty finding graphs here are a few places to consider looking:Your online utility billYour fitness appA dashboard at your officeU.S. Government websites such as:The Bureau of Labor StatisticsThe Bureau of Economic AnalysisThe Consumer Financial Protection BureauA scholarly article in the University LibraryBusiness, finance, and money management websites

Week One Discussion - Think and AnswerWeek One Discussion - Think and AnswerPlease choose one topic from each pair and write one or two paragraphs on it. Express your vision of the topic in your own worlds.1a. Compare methods of solving linear equations and methods of solving linear inequalities. What do they have in common? What is different?1b. Complex numbers and solution of quadratic equations.2a. Why not all relations can be called functions?2b. How do quadratic function help us solve maximum/minimum problems?3a. What is the importance of the Fundamental Algebra Theorem and the Existence Theorem?3b. The graph of rational function may have asymptote(s), while the graph of a polynomial function cannot have any asymptotes. Why do you think it is so?Click on the heading above to navigate to the forum for this discussion. Click Create Thread to write your response. After you are finished answering the question, click on the Submit button located at the bottom right-hand corner of the page.