Question

Use the Age data set and the GPA data set from the Class Survey spreadsheet to complete this project. (1 points) By submitting this completed project for grading, you are agreeing that you worked independently on this project and the work is yours. If you are found to have worked with anyone or copied another student's wo you will be given a zero on this project Question: Is there a relationship between a student's age(x), in years, and their Grade Point Average (GPA) (v)? 1) What are the TWO variables? 2) Is the variable, age, in years, qualitative or quantitative? 3) Is the variable, age, discrete, continuous, or neither? 4) What is the level of measurement (nominal, ordinal, interval, ratio) for the variable, age? 5) Is the variable, GPA, qualitative or quantitative? 6) Is the variable, GPA, discrete, continuous, or neither? 7) What is the level of measurement (nominal, ordinal, interval, ratio) for the variable, GPA? 8) What is the y-intercept? 9)What is the slope? 10) What is the R-value? 11) What does the R-value indicate about this correlation? at is the r-squared value? 13) What does the R-value indicate about this correlation? 14) What is the hypotheses to test for significance of the linear model? (Choose one) 15) What is the p-value? 16)What is my conclusion at the 0.05 level of significance? 17) Can I make predictions on the model? Why? 18) Using the regression equation, predict the Grade Point Average for a traditional student who is age 20, i you can make predictions 19) Is there a relationship between a student's age(x), in years, and their Grade Point Average (GPA) (y)? Please answer in a complete sentence GA 9나3 3.4 3ろ 3.(5 1.98 3. 1.97 나

Answer 1