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The difference of high abcd
Abcd of advanced mathematics is different in the applicable major, learning content and learning difficulty, as follows:

1, for different majors:

Advanced Mathematics A is an important basic theoretical course for students majoring in science (non-mathematics).

Advanced Mathematics B is an important basic theoretical course for engineering undergraduates.

Advanced Mathematics C is a compulsory basic theoretical course for students majoring in engineering (such as architecture and urban planning) and engineering colleges who have low requirements for mathematics.

Advanced Mathematics D is a compulsory basic theory course for students who have lower requirements for mathematics (such as liberal arts majors).

2. Different learning contents:

Advanced Mathematics A: Function and Limit; Unary function calculus; Vector algebra and spatial analytic geometry: multivariate function calculus; Infinite series (including Fourier series); Basic concepts, basic theories and basic operation skills in differential equations.

Advanced Mathematics B: Function and Limit; Unary function calculus; Vector algebra and spatial analytic geometry; Multivariate function calculus; Infinite series (including Fourier series); Basic concepts, basic theories and basic operation skills of ordinary differential equations.

Advanced Mathematics C: Function and Limit; Unary function calculus; Ordinary differential equation; Vector algebra and spatial analytic geometry; Basic concepts, basic theories and basic operation skills in multivariate function calculus.

Advanced Mathematics D: Function and Limit; Unary function calculus; Ordinary differential equations, etc.

3. Different learning difficulties:

Compared with other parts, the high number A is less difficult and is the basic part of calculus, but there are also some difficult concepts, such as infinitesimal, infinitesimal and limit.

High number B is more difficult, and it is necessary to master indefinite integral, definite integral, curve integral and multiple integral, among which curve integral and multiple integral are more difficult.

Higher numbers c and d are relatively difficult, so it is necessary to master more abstract concepts and more complicated calculation methods, such as series, Fourier series, vector algebra, surface integral and so on.