D You are tasked to determine the equation that will predict students' grades in Statistics based on student's grades in General Mathematics. The following are reported grades of 15 randomly selected students under the Science, Technology, Engineering and Mathematics Program enrolled in the Academic Year 2017 - 2018. General Mathematics (x): 88 88 87 81 87 80 92 89 88 81 83 B7 89 89 88 Statistics (y): 90 89 86 80 86 81 90 88 92 80 84 86 88 90 87 State the null and alternative hypothesis. 1. Ho : There is [ Select ] ["a significant", "no significant"] relationship between the grades of students in General Mathematics and Statistics. 2. Ho :r [ Select ] ["=", "="] 0 3. Ha : There is [ Select ] ["a significant", "no significant"] relationship between the grades of students in General Mathematics and Statistics. 4. Ha:r [ Select ] ["=", "="] 0 Question 2 10 pts CORRELATION ANALYSIS: Use Pearson Product of Correlation Analysis. Do not place space or coma on the numbers. Ex = Ey= Ery= Ex? = (Ex)? = ( Ey) ? = (Ex . Ey) = n = r = (round off your answer to the nearest two decimal places) Question 3 5 pts Upload here a copy of your solution for solving the correlation coefficient