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The authors ota paper conciuded that more hovs than girls listen to music at high volumes. This conciusion was based on data fmm independent random samples uf76 boys and 742 g s frc-m a country, age 12 to 19. orthe hays, 397 reported that they almost always listen to music at a high volume setting or the giris, 331 reported tening to music at a high voiurne setting m USE LT Do the sample data support the authors' conclusion that the proportion uf the country'E buyE who listen to music at high voiume is greater than this proportion fur the country's girlE? Test the reievant hypotheses using a am signicance level. (Use ohm c pgms. Round your test statistic to two decimal places and your Pvaiue to four oecimai places.) 2: S Mine: S State your conclusion. 0 We reject H0. We don't have conwncing evidence that the proportion of the country's boys who listen to music at high volume is greater than the proportion of the country's girls who listen to music at high volume. 0 We fail to reject H\". We don't have convincing evidence that the proportion of the country's boys who listen to music at high volume is greater than the proportion of the country's girls who iisten to music at high volume. 0 We reject H0. We have convincing evidence that the proportion of the cuuntry's boys who listen to music at high volume is greater than the proportion of the country's girls who iisten to music at high volume 0 We fail to reject H\". We have convincing evidence thatthe proportion of the country's boys who listen to music at high volume is greater than the proportion of the country's girls who listen to music at high voiume