A report on parents, teens, and digital monitoring reported that 65% of parents of teens aged 13 to 17 said that they had checked which websites their teens had visited. The 65% figure was based on a representative sample of 1, 100 parents of teens in this age group. In USE SALT (a) Use the given information to estimate the proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited. What statistic did you use? O sample size sample standard deviation sample proportion sample mean sample variance (b) Use the sample data to estimate the standard error of p. (Round your answer to four decimal places.) (c) Calculate the margin of error associated with the estimate in part (a). (Round your answer to four decimal places.) Interpret the margin of error associated with the estimate In part (a). It is unlikely that the estimated proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited differs from the true population proportion by less than the value calculated above. It is likely that the estimated proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited differs from the true population proportion by the value calculated above. It Is Impossible that the estimated proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited differs from the true population proportion by more than the value calculated above. It is Impossible that the estimated proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited differs from the true population proportion by less than the value calculated above. It is unlikely that the estimated proportion of parents of teens age 13 to 17 who have checked which websites their teen has visited differs from the true population proportion by more than the value calculated above