The hard part of high school math, which part of high school math is more difficult?

The big topic will test a trigonometric function, and it will not be difficult to memorize the formula.

For a question of solid geometry, it is recommended that you usually use the traditional method to do it, train your thinking, and use the vector method to do it in the exam, because the vector method is very dead and can save time.

There will also be a question about the combination of derivatives and functions, and classification discussion is very important.

The general idea of analytic geometry is very simple, the calculation is very troublesome, and it is very closely combined with the Veda formula.

The combination of a series of numbers and inequalities is very difficult, and it is very demanding for thinking.

Choose, fill in the blanks and cover a wide range of knowledge points, and you must find an easy way to save time when doing it, otherwise you will not have time to do the big questions later.

That's all we have to say.

High school has trigonometric functions, functions, analytic geometry, solid geometry, probability analysis, derivatives, sequences, inequalities. Among them, the problem that inequality can solve is that there is no top line, how difficult it is, how simple it is, and how simple it is, and it is even worse when combined with the number series. Relative solid geometry, analytic geometry and probabilistic analysis, derivatives, also have challenges, but are much simpler.

Generally, it is a conic curve or a number series, and the inductive conjecture comprehensive question (that is, the last question type in the college entrance examination).

I think it's probably conic curves, functions and sequences, inequalities combined.

Analytical geometry is difficult.

Solid geometry is about 50 minutes.

Functions are the most important, and 80% of the questions in the college entrance examination can be solved with functions.

High School Mathematics Chapter Difficulty Ranking: High School Mathematics Compulsory 1 is the second easiest textbook in high school. The first simple is the third compulsory course. The knowledge of compulsory one will be kneaded in 20 questions of conic curves and 21 questions of derivatives, (optional).

Mathematics compulsory courses are ranked from difficult to easy.

Compulsory 1: Functions.

The cornerstone of high school mathematics is almost the first book to be taught in every school.

After you finish studying, you will find that the original mathematics has changed, and it is no longer a matter of understanding the formulas and conclusions that can be done well.

Mostly abstract. Some questions look at the results of the search software, which is completely fascinating.

The most difficult plate in high school mathematics is the derivative, followed by the conic curve, the third plate is difficult is inequality, the fourth plate is the basic elementary function, the fifth plate is the number series, and the sixth plate is the plane vector.

Summary. The most difficult finale question in high school math algebra or even the most difficult in high school - inequality + number series (strongly indicated: it is a big question not a multiple-choice question, and a multiple-choice number series is not too difficult).

The most difficult finale question in high school math algebra or even the most difficult in high school - inequality + number series (strongly indicated: it is a big question not a multiple-choice question, and a multiple-choice number series is not too difficult).

The hardest part of math geometry in high school: plane analytic geometry. (Inequality + sequence is difficult to think, while analytic geometry is difficult to calculate).

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What is the hardest place in high school math?

If you want to talk about learning, it's more difficult to function, and it accounts for a large proportion of the score in the Ding Ran exam, but in fact, most of it still emphasizes the basics, so you don't need to worry too much about this... On the contrary, although the number series only occupies one chapter in the high school curriculum, it has to be emphasized that its flexibility (and it is also closely integrated with the function), which requires a certain foundation for the cultivation of small Olympiad numbers, and it is not difficult to see that after entering the total review from the third year of high school, many of the difficult problems in the number series are placed in the last two finale questions, which shows its difficulty. The same is analytic geometry, at the beginning of the first round of learning, you may not feel that there are functions and sequences difficult, but in the end of the third year of high school, you will know, this piece of the big problem is often recognized in the college entrance examination as the problem of death, is because to solve it is a rather cumbersome process, need to use super and super skilled to solve equation operation skills, the so-called analytic geometry, is to use the method of algebraic equations to solve geometric problems, learning this requires a considerable degree of operation accumulation.

What part of high school math is the hardest?

Analytic geometry and derivatives.

What is the hardest part of math functions in high school?

Trigonometric functions are the most basic, and the most difficult part of virtual functions is the problem of finding the maximum value or related problems when the function uses the derivative.

What part of high school math is the hardest?

The last big question in the college entrance examination is derivative, and the penultimate question is analytic geometry, both of which are elevated questions, so there will be a certain degree of difficulty.

Let's talk about which part of high school math is the most difficult.

It must be a function, which has many changes in itself, and then it can be freely integrated with other knowledge, and then it will be ever-changing. The topic can be as difficult as it gets.

Which part of high school math is the hardest?

This varies from person to person, different people have different difficulties, most of them think that geometry, number sequence, trigonometric functions are simpler, and inverse function derivatives are more difficult.

What part of high school math is the hardest? 5 points.

It varies from person to person, and for some spatial imagination, solid geometry will be more difficult. For some people, permutations and combinations may be difficult to understand. But the difficulty for most people is that one is a function and the other is a conic curve.

Of course, the key to the difficulty of conic curves lies in their tedious calculations.

What is the hardest part of high school math?

It varies from person to person, but in the past, our teacher said that conic curves are generally more difficult for everyone to learn, but I think solid geometry is more pitiful.