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QUESLIVII 1O ( 1 POITIL Listen A study was conducted and found that the percentage of students involved in Greek life at a large university in Fall 2005 was 40%. The Director of Student Life believes that the percentage of students who participate in Greek life has increased since 2005. Suppose we conduct a hypothesis test to determine if the percentage of students who are participating in Greek life has increased, and we get a p-value of 0.0855 from our study. What conclusions can be made at the 0.05 significance level? We FAIL TO REJECT the null hypothesis and conclude that there IS ENOUGH EVIDENCE at the 0.05 significance level to conclude that the participation in Greek life has increased since 2005. We FAIL TO REJECT the null hypothesis and conclude that there IS NOT ENOUGH EVIDENCE at the 0.05 significance level to conclude that the participation in Greek life has increased since 2005. We REJECT the null hypothesis and conclude that there IS NOT ENOUGH EVIDENCE at the 0.05 significance level to conclude that the participation in Greek life has increased since 2005. O We REJECT the null hypothesis and conclude that there IS ENOUGH EVIDENCE at the 0.05 significance level to conclude that the participation in Greek life has increased since 2005. Question 17 (1 point) Listen Based on the scatterplot provided, which statement best describes the relationship between STAT 1401 final average and attendance for the given set of students? Scatterplot of Final Average Versus Attendance for STAT 1401 Section 3 100 Fina 15 20 Attendance As the attendance increases, the final average tends to decrease, indicating a negative relationship. As the attendance increases, the final average also tends to increase, indicating a positive relationship. O The increase in attendance causes the final grade to increase. O As the attendance increases, the final average does not increase or decrease in a systematic way, indicating no relationship