Suppose you want to model the linear relationship between the number of ingredients in a pie and its calorie count. The following table lists the type, the number of ingredients, and the number of calories of each pie: Jamaican Lemon Scotch Boysenberry Item Black Bun Bakewell Tart Butter Pie Patty Meringue Pie Pie # Ingredients 16 12 12 11 10 7 4 (x) # Calories (y) 371 323 345 298 338 225 173 x = 10.2857, Sx = 3.8607 y = 296.1429, Sy = 71.5226 Sex = 89.4286, Syy = 30692.86, Smut= 1554.714 A. Find r. r= [ Select ] (Leave as decimal, round to 3 decimals.) B. Find the equation for the linear relationship between the number of calories (y) and the number of ingredients (x) in pies. yhat = [ Select ] (Round slope and y intercept to 2 decimals.)x = 10.2857, Sx = 3.8607 y = 296.1429, Sy = 71.5226 Sex - 89.4286, Syy = 30692.86, Say = 1554.714 A. Find r. r= [ Select ] (Leave as decimal, round to 3 decimals.) B. Find the equation for the linear relationship between the number of calories (y) and the number of ingredients (x) in pies. yhat = [ Select ] (Round slope and y intercept to 2 decimals.) C. Calculate the residual for x = 10. e= [ Select ] (Round answer to nearest whole number.)