For the linear equation y = + ß₁x₁, if we do not reject the null hypothesis that ß₁ = 0₁ we may A) conclude with absolute certainty that no relation exists between x₁ and y. B) have simply made a Type II error, and thus a relation between x and y may exist. C) have simply chosen the wrong form of the model to investigate, as the relation between x₁ and y may be nonlinear. D) conclude that b and c above. E) conclude that none of the above.

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The Answer of For the linear equation y = + ß₁x₁, if we do not reject the null hypothesis that ß₁ = 0₁ we may A) conclude with absolute certainty that no relation exists between x₁ and y. B) have simply made a Type II error, and thus a relation between x and y may exist. C) have simply chosen the wrong form of the model to investigate, as the relation between x₁ and y may be nonlinear. D) conclude that b and c above. E) conclude that none of the above.

For the Linear Equation Y = + ß1x1, If We

For the Linear Equation Y = + ß₁x₁, If We