Question: Some government officials are proposing for the country’s academic calendar to be moved from June-March to \r\nAugust-May. This proposal, according to the officials, if approved, can further improve education by synchronizing our \r\ncalendar with that of the other countries. Government officials would push through with the proposal if at least \r\n85% of the student population favor it. To know the opinion of learners regarding the said proposal, a simple random \r\nsample of learners was obtained and they were asked if they were in favor of the said proposal. Of the 1,000 surveyed \r\nlearners, 892 said they were in favor of the approval of the said proposal. \r\na. Find a point estimate of the true proportion of learners who are in favor of the approval of the proposal and find its \r\nstandard error. \r\nb. Construct a 99% confidence interval for the true proportion of learners who are in favor of the approval of the proposal. \r\nInterpret the confidence interval obtained. \r\n\r\n  Edit