Consider the accompanying data examining the heights and arm spans of randomly selected student Click the icon to view the data and regression analysis. a) Write the regression equation. Dene the variables used in your equation. E = n a - E (Round to three decimal places as needed.) b) Interpret the slope in context. Choose the correct answer below. O A. It means that, on average, an additional increase of b1 Arm Span is associated with 1 addition 0 B. It means that, on average, an additional increase of b1 Height is associated with 1 additional c O C. It means that, on average, the Height will equal b1 multiplied by the Arm Span. O D. It means that, on average, the Arm Span is approximately b1 multiplied by the Height. c) What does the y-intercept mean in this context? Is it meaningful? O A. It means that, on average, the expected Arm Span is b0 when a student has a Height of 0 cm. student to have a height of 0 cm. 0 B. It would mean that. on averaae. the minimum Arm Lenuth for a student with Heioht 176 cm is - Height (cm) 176 171 157 170 176 199 160 165 166 175 Arm Span (cm) 1 74 1 75 1 53 1 78 163 197 1 52 1 52 1 59 200 Dependent variable is Arm Span R-squared = 60.4% s = 2.41 Variable Constant Coefficient - 32.522 C}