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What are the main contents of the national second volume of liberal arts mathematics in the college entrance examination?
You can't guarantee that you will get all six or seven questions. First of all, these problems are: complex number, set, algorithm block diagram, linear programming, trigonometric function, solving inequality, function and equation. The last two items that should be given are more difficult. If you can't get them, skip them first. We should grasp the time of the college entrance examination. Fill-in-the-blank questions are generally not difficult, the last one may be more difficult, and the questions and choices may be repeated. You should do more papers in previous years and explore the law. Then the first three questions of the big question: trigonometric function probability solid geometry are all sub-questions in the big question and get full marks. The fourth question may be a bit difficult, but you should also write it down. The last two are conic curves and derivatives, which are big knowledge points. It's hard to say which knowledge point to use for the exam. If you work hard and have a good attitude, there will be no problem. Come on ~