Suppose that the regression equation y = 16.99 + 0.32 x₁ + 0.41 x₂ + 5.31 x₃ predicts an adult's height (y)given the individual's mother's height (x₁),his or her father's height (x₂),and whether the individual is male (x₃ = 1)or female (x₃ = 0).All heights are measured in inches.In this equation,the coefficient of ______ means that ______. A) x₂; if two individuals have fathers whose heights differ by 1 inch, then the individuals' heights will differ by 0.41 inches. B) x₂; if two individuals have mothers whose heights differ by 1 inch, then the individuals' heights will differ by 0.41 inches. C) x₃; a brother is expected to be 5.31 inches taller than his sister D) x₁; if two individuals have mothers whose heights differ by 0.32 inch, then the individuals' heights will differ by 1 inch. E) x₁; if two individuals have mothers whose heights differ by 0.5 inch, then the individuals' heights will differ by 0.32 inch.

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The Answer of Suppose that the regression equation y = 16.99 + 0.32 x₁ + 0.41 x₂ + 5.31 x₃ predicts an adult's height (y)given the individual's mother's height (x₁),his or her father's height (x₂),and whether the individual is male (x₃ = 1)or female (x₃ = 0).All heights are measured in inches.In this equation,the coefficient of ______ means that ______. A) x₂; if two individuals have fathers whose heights differ by 1 inch, then the individuals' heights will differ by 0.41 inches. B) x₂; if two individuals have mothers whose heights differ by 1 inch, then the individuals' heights will differ by 0.41 inches. C) x₃; a brother is expected to be 5.31 inches taller than his sister D) x₁; if two individuals have mothers whose heights differ by 0.32 inch, then the individuals' heights will differ by 1 inch. E) x₁; if two individuals have mothers whose heights differ by 0.5 inch, then the individuals' heights will differ by 0.32 inch.

Suppose That the Regression Equation Y = 16