In testing the hypotheses H₀: $\pi$ = 0.40,H₁: $\pi$ 0.40 at the 5% significance level,if the sample proportion is .45,and the standard error of the sample proportion is .035,the appropriate conclusion would be: A) to reject H₀. B) not to reject H₀. C) to reject H₁. D) to reject both H₀ and H₁.

Question

In testing the hypotheses H₀: $\pi$ = 0.40,H₁: $\pi$ > 0.40 at the 5% significance level,if the sample proportion is .45,and the standard error of the sample proportion is .035,the appropriate conclusion would be: A) to reject H₀. B) not to reject H₀. C) to reject H₁. D) to reject both H₀ and H₁.

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The Answer of In testing the hypotheses H₀: $\pi$ = 0.40,H₁: $\pi$ > 0.40 at the 5% significance level,if the sample proportion is .45,and the standard error of the sample proportion is .035,the appropriate conclusion would be: A) to reject H₀. B) not to reject H₀. C) to reject H₁. D) to reject both H₀ and H₁.

In Testing the Hypotheses H0 π\piπ = 040,H1 π\piπ > 040 at the 5% Significance Level,if the Sample Proportion Is

In Testing the Hypotheses H₀ $\pi$ = 040,H₁ $\pi$ > 040 at the 5% Significance Level,if the Sample Proportion Is