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Algebra 2 Module 9 DBA 40 points Be sure to show and explain all work 10 points each Part 4 - Reflection Part 1 - Application This question required: Be sure to show and explain all work using mathematical formulas and terminology. Use graphics as needed to illustrate your work. 1. Briefly explain a concept in this module and give at least one real world example that demonstrates the concept that you have selected. Share an example not given in the course content or in the application Suppose the lengths of 3-year old cats are normally distributed with a mean of 30 inches and a question above standard deviation of 2.92 inches. Find each of the following: Choose 2 of the following questions: 1. The percent of cats between 24.16 and 35.84 2. The percent of cats who are longer than 35.84 2. Over the course of this module, what concept did you find the most challenging? What did you do to clarify the concepts in this module to further your learning? How did I move through roadblocks or 3. The percent of cats shorter than 24.16 inches challenges? 3. Describe a specific LSS resource in addition to the course content that you used in this module and how it helped you learn the concepts. 4. What new information have you learned from this module? What surprised you about what you learned? What knowledge from your past courses did you use in this module? Part 2 - Find the error(s) and solve the problem correctly. 5. Why do students learn how to do statistics as presented in this module? What job do you think would Be sure to show and explain all work using mathematical formulas and terminology. use statistics in? Cooley's pizza has collected data about customer sauce orders with their famous breadsticks. It is calculated that P(marinara)= .72, P(buffalo sauce) = .65 and P(marinara or buffalo sauce) = .95. Determine the P(marinara and buffalo sauce). pose). Answer: P(marinara and buffalo sauce) = .72 +.65 = 1.37 Part 3 - Discussion Question How can you use surveys, experiments and observational studies to make inferences about a population