An instructor at TUJ asked a random sample of ve students to record their study times in a beginning calculus course. He then made a table for total hours studied (X) over 2 weeks and test score (Y) at the end of the 2 weeks. Here are the results. Hours of Test Score Study (X) Fill in the blanks in the table to answer each question. EXY= 2x2: 2Y2: Round to TWO DECIMAL PLACES. If the answer is +0.12, enter 0.12 as your answer. If the answer is 0.12, enter 0.12 as your answer. Compute the linear correlation coefcient for the data = Round to TWO DECIMAL PLACES. If the answer is +0.12, enter 0.12 as your answer. If the answer is 0.12, enter 0.12 as your answer. Find the regression equation y' = a + bx for the data points. The y-intercept = a = The slope = b = Round to the nearest WHOLE NUMBER. Enter numeric values without units and symbols. If the score is 99 points, enter 99 as your answer. Predict the score of a student who studies for 10 hours =