Module 7 Measures of Central Tendency ApplicationsOur Seventh Discussion will focus on Chapter 12 (Statistics). I would like for you to think upon a real life situation that you may apply with any of the sections regarding (Chapter 12.1 to 12.3) Sections. Please remember that our discussion must relate to real-life situations and within Chapter 12 sections. This will require some research and please post your reference of the website you used as guidance. (Do not plagiarize)Please review the following link regarding how to solve Chapter 12, Statistics section.Blitzer, Thinking Mathematically Ch 12 YouTube Channel (Links to an external site.)Module 7 Measures of Central Tendency Real Life (Links to an external site.)Please read the following sections of your textbook, (Sections 12.1, 12.2, 12.3) and review the PowerPoints.Section 12_01 Sampling Frequency Distributions and Graphs.pptSection 12_02 Measures of Central Tendency.pptOne runner’s times in the first six races of the year were 18.5, 18.2, 19, 18.75, 19.1, and 19 minutes. Another runner’s times were 17.2, 18, 17.5, 18.75, 19, and 18.2 minutes. What are the range and mean of each runner’s scores? Use your results to compare the runners’ skills.Please provide your reasoning and calculation for each runner to describe how you determine your answer. (Do not plagiarize)Module 8 Measures of Central Tendency and DispersionPlease read the following sections of your textbook, (Sections 12.3) and review the PowerPoints.Sections 12_03 Measures of Dispersion.pptAfter reading and practicing the procedural steps with the Measures of Central Tendency and Dispersion. Hopefully, you are able to identify that the measures of central tendency and dispersion are often called descriptive statistics because they can help you describe your data. Part 1The table below displays the number of uncles of each student in a class of Elementary Algebra. Find the mean, median and mode of the uncles per student for this data set.Score012345Frequency2546108State your answer Mean, Median, Mode (in that order). or or Part 2Find, to the nearest tenth, the standard deviation of the distribution:Score12345Frequency1415141710 or or Please provide proof for each Part 1 and Part 2 of discussion by showing your steps.
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