Question 1: What is college mathematics? College mathematics is often called calculus. As the name implies, it mainly includes five parts: derivative, differential, integral, function and approximate limit. Of course, there are many connections among them, and comparative study is the best, which is a very important part of the postgraduate entrance examination. Moreover, in the future study, most professional courses of liberal arts or science and engineering majors need to use the knowledge of functions, integrals and derivatives, such as financial accounting for accounting majors. International trade and various mechanics in western economics (theoretical mechanics, material mechanics, engineering mechanics, etc. ) involves a large number of derivative and calculus operations and formulas.

As for the specific teaching materials, generally look at the school. Every university can choose different versions of textbooks, and some professional teachers also have the right to choose their own textbooks. Moreover, there is the problem of version. For example, some schools have a lot of stocks of the previous edition of textbooks in their warehouses, so it may be possible for students to use the old edition of textbooks from the school's point of view. But these are basically unaffected, because the content is similar, and the teacher will explain it in the middle of the teaching.

Question 2: What are the titles of several books on college mathematics? It depends on whether you took the math test when you took the postgraduate entrance examination. If so, besides advanced mathematics, there are linear algebra and probability statistics.

Question 3: What is the learning content and order of college mathematics? 1. Advanced mathematics, the main content is limit → derivative → calculus. Derivative is similar to finding the slope of the tangent of a curve, and calculus is similar to finding the area of an irregular figure.

2. Linear algebra, whose research objects are vectors, vector spaces (or linear spaces), linear transformations and finite dimensional linear equations. Learn to understand multivariate equations.

3. Probability Punishment studies the quantitative law of random phenomena. Learned to study the possibility of things happening.

4. Statistics, mainly through the establishment of mathematical models, data collection, quantitative analysis and summary, and then inference and prediction, to provide basis and reference for relevant decisions.

Question 4: What are the seven theorems in college mathematics? Don't worry, college mathematics is very different from high school, which is difficult to understand.

But every student is the same. Generally, teachers will draw a range before the exam, so it's good to pay more attention then.

Question 5: Is college mathematics compulsory? It depends on your major and school.

For example, if you don't study liberal arts or just take one semester, the teacher won't embarrass you in science, hehe. . . Basically, you know.

There are other arts that should not be used.

Question 6: What is the biggest difference between college mathematics and high school mathematics? Take the book "Senior One" as an example, high school students mainly study functions, while universities mainly study the relationship between derivatives and integrals and functions, and the relationship between derivatives and integrals.