A researcher surveyed a random sample of students from a large university about how often they see movies. Using the sample data, the researcher estimated that 23 % of the students in the population saw a movie at least once per month. The margin of error for this estimation is 4 %. Which of the following is the most appropriate conclusion about all students at the university, based on the given estimate and margin of error?
","rationale_html":null,"correct_answer":["D"],"has_media":false,"has_mathml":false,"has_table":false,"source_created_at":null,"source_updated_at":null,"options":[{"label":"A","content_html":"It is unlikely that less than 23 % of the students see a movie at least once per month.
","ord":0},{"label":"B","content_html":"At least 23%, but no more than 25 %, of the students see a movie at least once per month.
","ord":1},{"label":"C","content_html":"The researcher is between 19 % and 27 % sure that most students see a movie at least once per month.
","ord":2},{"label":"D","content_html":"It is plausible that the percentage of students who see a movie at least once per month is between 19 % and 27 %.
","ord":3}],"attribution":{"source_id":"agieval_sat","source_name":"AGIEval SAT subsets (sat-math, sat-en)","rights_holder":"College Board (via the AGIEval benchmark)","canonical_url":"https://github.com/ruixiangcui/AGIEval","retrieved_from":"https://datasets-server.huggingface.co/rows","attribution":"Questions from the AGIEval benchmark's SAT subsets, derived from pre-2016 College Board SAT exams.","disclaimer":"These items follow the pre-2016 paper SAT format and do not reflect the current digital SAT. Useful as a benchmark set, not as current test preparation.","license":"Questions derived from pre-2016 College Board SAT exams and remain College Board copyright upstream. AGIEval is published for research.","redistributable":false,"item_count":425}}