In a representative sample of 819 coffee growers from country x, 382 growers were certified to sell to organic coffee markets while 101 growers were transitioning to become organic certified. in country y 61% of coffee growers are organic certified. is there evidence to indicate that fewer than 61%ofthe coffee growers in country x are either organic certified or transitioning to become organic certified? state your conclusion so that there is only a 1% chance of making a type i error. what are the hypotheses for this test? h_0: p = 0.61 ? h_a: equalnot 0.61 h_0: p = 0.61 h_a: p > 0.61 h_0: p equalnot 0.61 h_a: p = 0.61 h_0: p < 0.61 h_a: p= 0.61 h+0 p = 0.61 h_a: p < 0.61 h_0: p > 0.61 h_a: p lessthanorequalto 0.61 calculate the value of the z-statistic for this test. z = (round to two decimal places as needed.) calculate the p-value for this test. p-value = (round to three decimal places as needed.) what is the conclusion of the test? the null hypothesis because the p-value the the probability of making a type l error. therefore, there is evidence to indicate that fewer than 61% of the coffee growers in country x are either organic certified or is transitioning to become organic certified