Post Name : MHT CET Mathematics Syllabus 2024
Post Date : 10 April, 2024
Post Description : Maharashtra State CET Cell has released the MHT CET Mathematics Syllabus 2024. The MHT CET Syllabus 2024 for Mathematics contains key topics that candidates can review. Class XI and XII subjects are used to curate the syllabus for the MHT CET 2023.
MHT CET Mathematics Syllabus
The table below provides specifics on the MHT CET Mathematics Syllabus. Every topic has a specific amount of weight and significance. It is advised that candidates review the syllabus and make appropriate preparations.
MHT CET Mathematics Syllabus 2024 | |
---|---|
Class 11th Syllabus | Class 12th Syllabus |
Trigonometric functions | Mathematical Logic Statements |
Trigonometric functions of compound Angles | Matrices |
Factorisation Formulae | Pair of Straight Lines |
Straight line | Circle |
Circle and Conics | Line |
Sets, Relations, and Functions | Conics |
Probability | Trigonometric Functions |
Sequences and Series | Vectors |
Three Dimensional Geometry | |
Plane | |
Linear Programming Problems | |
Continuity | |
Applications of Derivative | |
Integration | |
Differentiation | |
Applications of Definite Integral | |
Differential Equation | |
Probability Distribution | |
Statistics | |
Bernoulli Trials and Binomial Distribution |
MHT CET Mathematics Syllabus 2024 Weightage
The MHT CET Mathematics Syllabus 2024 Weightage has been mentioned in the table given below. This will help the candidates understand the mathematics syllabus and the topics which has more weightage.
MHT CET Mathematics Syllabus 2024 Weightage | |
---|---|
Topics | Weightage |
Integration | 9 |
Trigonometric Functions | 8 |
Three Dimensional Geometry | 8 |
Differentiation | 8 |
Probability Distribution | 8 |
Matrices | 5 |
Circles | 5 |
Conics | 5 |
Vectors | 5 |
Continuity | 5 |
Applications of Derivatives | 5 |
Differential Equations | 5 |
Bernoulli Trials And Binomial Distribution | 4 |
Pair Of Straight Lines | 3 |
Line | 3 |
Plane | 3 |
Linear Programming Problem | 3 |
Applications of Definite Integrals | 3 |
Statistics | 3 |
Mathematical Logic | 2 |