Personally, I think the college entrance examination has different requirements for each module of high school mathematics. Although the characteristics and structure of examination papers in different provinces and cities are different, the examination papers can be roughly divided into the following six modules: trigonometric function, sequence, probability statistics, solid geometry, function and derivative, analytic geometry, among which trigonometric function, sequence, probability statistics and solid geometry are relatively simple and require solid basic knowledge. In this way, there will be fewer questions in the college entrance examination, but attention should be paid to the preparation of calculation. The last two functions, derivative and analytic geometry, need strong logical thinking and operational ability, but the difficulty is actually the same for all candidates, so it is suggested to break through the first four parts first and then overcome the last two parts, which will save time and effort! !

Multiple-choice questions and fill-in-the-blank questions mainly solve the coverage problems of knowledge points such as sets, complex numbers, vectors and necessary and sufficient conditions. Basic questions such as trigonometric functions, functions, conic curves, straight lines and circles are basic concepts relative to basic knowledge, but the last multiple-choice questions and fill-in-the-blank questions are innovative and should be treated differently!

In short, grasp the scores you can grasp with courage, accept the scores you can't grasp with heart, and distinguish the differences with wisdom. In fact, about 135 in the test paper with 150 can be controlled and grasped! !