Imagine you want to study Affective Forecasting with regard to exam performance. You look at the exam scores from a sample of students to see if their performance (where they can get as few as 0 answers correct and as many as 10 answers correct) can predict their expected feelings (on a scale of 0 = Terrible to 10 = Great). Below are the data for a sample of n=10 students. Using Exam Score (X) and Expected Feelings (Y), fill in the blank spaces in following chart to assess this relationship:

\f1. Which of the following is correct? A). The predictor (independent) variable is Exam Score- The criterion (dependent) variable is Feelings. The researchers are trying to see if Feelings predicts the Exam Score B). The predictor (independent) variable is Feelings- The criterion (dependent) variable is Exam Score. The researchers are trying to see if the Exam Score predicts Feelings C). The predictor (independent) variable is Feelings. The criterion (dependent) variable is Exam Score. The researchers are trying to see if Feelings predicts the Exam Score D). The predictor (independent) variable is Exam Score. The criterion (dependent) variable is Feelings. The researchers are trying to see if the Exam Score predicts Feelings 2. What is the correct regression weight (b)? (round to three decimal places here). (1 point) A). 0.919 B). [.365 C). -1.365 D). 3.52? E). -3.527 3. What is the correct regression intercept (a)? {round to three decimal places here) { 1 point) A). 0.919 B). 1.365 C). 1.365 n). 3.527 15). -3.527 4. What is the correct regression equation (Y')? (use three decimal places here) [ 1 point) A). Y' = 0.9192: 3.527 B). Y' = -1.365)( + 3.527 C). Y' = 3.527}: + 1.365 n). Y' = 1.365)( 3.527 E). x = 1.365Y' -3527 5. Imagine a student has an Exam score of 9. Given your regression equation, how would this student expect to feel? (For your nal answer, please round to two decimal places your answer might differ by a few decimals, so choose the BEST option from those below) {1 point) A). .376 314.56 C). 3.76 D). 9.76 E). 33.11