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Briefly describe following steps of the research processes each) 2.1) Research question Minimum word required : 10 Please enter atleast 2.2) Literature Review Minimum word required : 10 Please enter atleast Methodology Minimum word required : 10 Please enter atleast 2.4) Method and Design Minimum word required : 10 Please enter atleast 2.5) Data collection Minimum word required : 10 Please enter atleast 12.6) Data analysis Minimum word required : 10 Please enter atleast 2.7) Interpretation Minimum word required : 10 Please enter atleast 2.8) Writing the results Minimum word required : 10 Please enter atleast

After an introductory statistics course, 70% of students can successfully construct box plots. Of those who can construct box plots, 83% passed, while only 66% of those students who could not construct box plots passed. a)Calculate the probability that a student can construct box plots and passed. (b)Calculate the probability that a student can construct box plots and did not c)Calculate the probability that a student cannot construct box plots and passed d)Calculate the probability that a student cannot construct box plots and did not e)Calculate the probability that a student 18 able to construct a box plot if it is linown that they passed. _ BRINGING IT ALL TOGETHER Chapter 6 Case Study: SAT Scores and AP Exam Scores. The table contains the frequency CASE STUDY distribution of X = score on the Statistics Advanced Placement Exam for students from California. Use this information for Exercises 78-88. APstats X = Statistics AP exam score Frequency 3,464 5,108 - NWA UI 6,333 4,937 6,058 Total N = 25,9002. There are 20 students in a history class; 5 are women and 20 are men. We are randomly selecting 5 people from the class to complete a survey. (i) Calculate the probability all women while conducting the survey. Calculate the probability of first selecting 3 women, and then 2 men. (iii) Calculate the probability of selecting alternating men and womenED The probability that an IT student likes statistics is 0.45, the probability that he likes Calculus is 0.35 and that he likes either Statistics or Calculus is 0.50. A student from IT College is selected at random, a) find the probability that he likes both Statistics and Calculus bj Determine whether the events "like statistics" and "like Calculus" are independent. Explain. c) Find the probability that the selected student like Statistics but not Calculus d) Find the probability that the selected student likes neither Statistics nor Calculus e) it is found that the selected student likes Statistics, what is the probability that he likes Calculus