In a representative sample of 839 coffee growers from Country X, 431 growers were certified to...

  

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In a representative sample of 839 coffee growers from Country X, 431 growers were certified to sell to organic coffee markets while 90 growers were transitioning to become organic certified. In Country Y, 66% of coffee growers are organic certified. Is there evidence to indicate that fewer than 66% of the coffee growers in Country X are either organic certified or transitioning to become organic certified? State your conclusion so that there is only a 10% chance of making a Type I error. What are the hypotheses for this test? A. Ho: p=0.66 H₂: p *0.66 Z= C. Ho: p > 0.66 H₂: p ≤ 0.66 E. Ho: p=0.66 H₂: p=0.66 Calculate the value of the z-statistic for this test. (Round to two decimal places as needed.) B. Ho: p=0.66 Ha: p<0.66 D. Ho: p=0.66 H₂: p>0.66 F. Ho: p<0.66 H₂: p = 0.66 In a representative sample of 839 coffee growers from Country X, 431 growers were certified to sell to organic coffee markets while 90 growers were transitioning to become organic certified. In Country Y, 66% of coffee growers are organic certified. Is there evidence to indicate that fewer than 66% of the coffee growers in Country X are either organic certified or transitioning to become organic certified? State your conclusion so that there is only a 10% chance of making a Type I error. What are the hypotheses for this test? A. Ho: p=0.66 H₂: p *0.66 Z= C. Ho: p > 0.66 H₂: p ≤ 0.66 E. Ho: p=0.66 H₂: p=0.66 Calculate the value of the z-statistic for this test. (Round to two decimal places as needed.) B. Ho: p=0.66 Ha: p<0.66 D. Ho: p=0.66 H₂: p>0.66 F. Ho: p<0.66 H₂: p = 0.66

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given D839 X p 521 06210 D 839 X43... View the full answer