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Question 1 {1 point) Consider the information from last week's self-assessment: Measurements on two yaria blesI X and Y, were taken from 180 individuals with the following summary statistics: J? = 25.33, 1' = 33. 24, 5'ng = 104.5, SSH = 234. 2, 32 = 98.6 Suppose we wanted to test the hypothesis that there was no linear relationship between X and Y, against the alternate hypothesis that there is some kind of linear relationship between the two variables. What would be the appropriate null and alternate hypothesis statements? \fQuestion 2 (1 point) Consider the information from last week's self-assessment: Measurements on two variablesI X and Y, were taken from 180 individuals with the following summary statistics: 2? = 25. 33, Y = 33. 24, SPXY = 104.5, SSH = 234. 2, :2 = 98. 6 Using the fact that 31 was found to be 0.446199829 and 315(31 ) was found to be 0.64385105, what would be the value of the test statistic for the hypothesis test? Enter your response to four decimal places in the space below. Your Answer: Your Answer Question 3 {1 point} Consider the information from last week's self-assessment: Measurements on two variables. X and Y, were taken from 180 individuals with the following summary statistics: .3? = 25. 33, Y = 33. 24, 3'ng = 104.5, SSH = 234. 2, 52 = 98. 6 Suppose the test statistic for the hypothesis test was found to be 0.85. This is not the correct value of the test statistic, but for the purposes of this question assume that it is. What would be the p-yalue for the hypothesis test? Enter your response to four decimal places in the space below. Your Answer: Your Answer Question 4 (1 point) Consider the information from last week's self-assessment: Measurements on two variables, X and Y, were taken from 180 individuals with the following summary statistics: X = 25. 83, Y = 38. 24, SPxY = 104.5, SSxx = 234. 2, $2 = 98. 6 Suppose the p-value for the hypothesis test was found to be 0.40. This is not the correct p-value, but for the purposes of this question assume that it is. Which of the following would be the best conclusion that could be made from this hypothesis test? At the 5% level of significance, there is very strong evidence to suggest there is a linear relationship between X and Y. )At the 5% level of significance, there is no strong evidence to suggest there is a linear relationship between X and Y