3. Find the area under the standard normal distribution curve of following: a. Between z = 0 and z= -0.32 b. To the right of z = 0.29 C. Find the z value for a cumulative probability of 0.5478 4. The following table gives information on weights (kg) and systolic blood pressure (m Hg) for a random sample of 10 adults. Weight (x): 67 69 85 83 74 81 97 92 114 85 SBP (y): 120 125 140 160 130 180 150 140 200 130 a. Make a scatter plot for these data and describe the relationship between weight and blood pressure. b. Find the correlation coefficient (r) between Weight and Blood Pressure. c. Determine whether there is a significant linear correlation between the two variables. d. If there is a positiveegative linear correlation, find the equation of the regression line e. What is the best predicted blood pressure of a person whose weight is 65 kg