Mathematics outline for postgraduate entrance examination refers to the form of introducing the requirements, time, scores, subjects to be tested and key contents of the examination. Suitable for engineering and other categories.
202 1 National Postgraduate Entrance Examination Outline was officially released on September 9th. The outline of postgraduate entrance examination refers to the policy-oriented postgraduate entrance examination book compiled by the Examination Center of the Ministry of Education and published by Higher Education Press, which stipulates the examination scope, examination requirements, examination form, examination paper structure and other related subjects of the national postgraduate entrance examination in that year.
Examination requirements for differential calculus of univariate function:
Understand the concepts of derivative and differential, understand the relationship between derivative and differential, understand the geometric meaning of derivative, find the tangent equation and normal equation of plane curve, understand the physical meaning of derivative, describe some physical quantities with derivative, and understand the relationship between function derivability and continuity.
Mastering the four algorithms of derivative and the law of derivative of compound function, mastering the derivative formula of basic elementary function, and understanding the invariance and first-order differential form of the four algorithms of differential will solve the differential of function.