1. Fill in the blanks, and understand, rewrite and omit the first sub-question 100% large numbers. Pay attention to the difference between rewriting and ellipsis, and basically no points will be deducted. It is best to draw a grading line, which is not easy to make mistakes. The following fill-in-the-blank questions include conceptual questions about cylindrical cones, calculation questions, conceptual questions about triangles, finding rules, chickens and rabbits in the same cage, etc. The score is not high, but be careful. When you encounter a question that you really can't do, just skip it first, and don't compete on a question to save the examination time.
2. True or false. When our teacher said to "find fault in the egg", he was just looking for a thorn in the egg. We should not think according to his ideas, but try to refute him. If it's true, check it again and think twice.
3. multiple choice questions. You can test what kind of statistical chart you want to use in different situations, the technical problems of cylindrical cone, the following figures are axisymmetric figures and so on. , you can choose the exclusion method. If not, cover it up. Don't leave them blank!
4. calculation. Unfortunately, the problems calculated by death are all wrong and there is no skill. You must be careful! There may be one or two estimates and six recursive equations in the calculation (including fractional simplification and large number simplification, remember the formulas of distribution law and association law). You will also be asked to calculate the shadow graphic area and cylindrical cone area, and pay attention to whether the unit conversion and formula are correct.
5. Operational problems. Check the position and direction, the rotation and translation of the figure, etc. , and compass, ruler, triangle to bring together! We will also test the scale and make actual drawings.
6. Application questions. This, every question is the most valuable! It's usually about four or five points, and the final finale will be six points. Think carefully, don't give up, don't flinch in front of the problem! I believe in your strength! I'm sure I'll also try to solve the problem of cylindrical cone and fractional unit one and the problem of equation formulation. Pay attention to the unity of units and clear thinking!
When is your exam date? I hope we can all be admitted to the ideal middle school! The competition in our class is fierce, so it's difficult to take the Chinese paper every month. There are 99 exams in our class! I ranked sixth in 95.5 and sixteenth in math 96! But I've been trying. I get up at 5: 30 every day and go to school to write my thesis at 6: 20. You should cheer up, too!
Finally, I hope my answer can be useful to you, and our achievements can make everyone proud!