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Which are the key points and which are the secondary points in the high school mathematics module?
Emphasis: Function, Exponent and Logarithm, Function Application, Arithmetic Geometric Series, General Term and Sum of Series, Inequality Application, All Conic Curves (Ellipse, Hyperbolic, Parabola, etc. ), probability statistics, derivatives, solid geometry.

Add another one: trigonometric function and triangle solution. The above is what you may get in the big question.

The rest are secondary points. Generally, only one multiple-choice question or fill-in-the-blank question is tested separately, or it is infiltrated into other questions.

Add two more points: counting principle and program block diagram.

Set, inequality, logical connectives, four propositions and necessary and sufficient conditions are all very basic. To understand the basic concepts, it is generally used as a condition for the question. Problems generally do not appear, and most people choose to fill in the blanks. The function part is the key point, and the various properties of the function will basically be investigated. According to our time, there will be big problems. The series part is also the focus. Remember to skillfully use various formulas. Generally, the final question will be series, and it will be scaled when it is difficult.

The inequality part is generally used in other problems. Remember common formulas and derivations.

Analytic geometry will also have big problems, and the first definition and the second definition should be used flexibly. There are about two kinds, one with e and the other without e.

Although the last part will be very problematic, it is relatively simple.

The reciprocal is usually examined in the function part, which is a very important part.