Question: Q12. Answer the following based on the regression output shown below. This is a model built to predict the sales (measured in $) of the

Q12. Answer the following based on the regression output shown below. This is a model bulit to predict the sales (measured in \$) of the IPhone 14. The independent variables used are as follows: Price of the iPhone 14 - Measured in \$. Price of the Samsung Galaxy $23 - Measured in \$. Temperature - Measured in Fahrenheit. SUMmuar outruT a) [ 4 points] How much of the variation in the sales of the iPhone 14 is explained by this model? How did you decide on this value? b) [6 points] Which of the independent variables are statistically significant? Please explain why you decided that these specific variables are statistically significant. c) [6 points] Interpret the coefficient of the variable titled "Price of the iPhone 14". Please ensure the you use the correct units in your interpretation. d) [4 points] A model with just one independent variable "Price of the iPhone 14 " has an adjusted R-squared of 0.78 (Let us call this model B). Would you conclude that model B is better than the original model used? Justify your answer. Q12. Answer the following based on the regression output shown below. This is a model bulit to predict the sales (measured in \$) of the IPhone 14. The independent variables used are as follows: Price of the iPhone 14 - Measured in \$. Price of the Samsung Galaxy $23 - Measured in \$. Temperature - Measured in Fahrenheit. SUMmuar outruT a) [ 4 points] How much of the variation in the sales of the iPhone 14 is explained by this model? How did you decide on this value? b) [6 points] Which of the independent variables are statistically significant? Please explain why you decided that these specific variables are statistically significant. c) [6 points] Interpret the coefficient of the variable titled "Price of the iPhone 14". Please ensure the you use the correct units in your interpretation. d) [4 points] A model with just one independent variable "Price of the iPhone 14 " has an adjusted R-squared of 0.78 (Let us call this model B). Would you conclude that model B is better than the original model used? Justify your
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