i will applrleciate

The authors ora paper concluded that more ooys than girls listen to music at high volumes. This conclusion was oased on data from independent random samples or7oo buys and 745 girls from a country, age 12 to 19. orthe Days, 397 reported that they almost always listen to music at a high volume setting or the girls, 331 reported listening to music at a high volume setting I USE SALT no the sample data support the authors' conclusion that the proportion of the country's boys who listen to music at high volume is greater than this proportion for the country's girls? rest the relevant hypotheses using a 0.01 signicance level. (Use ohm e p Round gllls' your test statistic to two decimal places and your P-value to four decimal places.) state your conclus' n. 0 We reject H". We 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 listen to music at high volume 0 We fail to reject HD We don't have convincing evidence that the proportion of the country's poys 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 reject H\". We don't have convincing evidence that the proportion cf the country's hays who listen to music at high volume is greater than the proportion of the country' girls who listen to music at high volume. 0 We fail to reject HD. We have convincing evidence thatthe proportion of the cnuntry's boys who listen to music st high volume is greater than the proportion cf the country's girls who listen to music at high volume