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CUET 2024 Mathematics Important Topics: Preparation Strategy, Topic-Wise Weightage

CUET Mathematics 2024 Important Topics include Algebra, Matrices and types of Matrices, Determinants, Inverse of a Matrix, Calculus, Integration and its Applications etc. The CUET Mathematics 2024 exam is schduled to be held on May 16, 2024. Check all the important topics of the CUET 2024 Mathematics exam.

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CUET 2024 Mathematics important topics include symmetric and skew-symmetric, transpose-inverse of a matrix, basic property-based questions about determinants, indefinite integrals for simple functions, evaluation of indefinite and definite integrals, application of integration as the area under the curve, order and degree of differential equations, formulating and solving differential equations with variables that are separable. 

The CUET UG exam dates have been revised. The CUET UG exam will be held from May 15, 2024, to May 24, 2024. The NTA will conduct 48 subjects in CBT mode from May 21 to May 24, 2024, and 15 offline test papers from May 15 to May 18. The CUET UG 2024 exam will be administered in a single shift over seven days. Candidates taking the CUET 2024 exam will benefit from knowing the important topics in CUET Mathematics 2024. Candidates seeking admission to any Bachelor's degree in Mathematics must pass the CUET UG 2024 exam. The National Testing Agency (NTA) administers the CUET 2024 exam in hybrid mode Candidates will be chosen based on the results of a computer-based test (CBT) and will be eligible for CUET 2024 counselling sessions at various universities based on their ranking on this CUET 2024 merit list. Each university has its own set of CUET Eligibility Criteria 2024 for the subject of Mathematics. 

CUET 2024 Mathematics Important Topics

The table below highlights all of the CUET 2024 Mathematics important topics that candidates must know.

Name of the Unit

Important Topics

Algebra

Matrices and types of Matrices

Determinants

Inverse of a Matrix

Calculus

Higher-order derivatives

Tangents and Normals

Maxima and Minima

Continuity and Differentiability

Applications of Derivatives

Integration and its Applications

Indefinite integrals of simple functions

Definite Integrals

Differential Equations

Order and degree of differential equations

Formulating and solving of differential equations with variable separable

Probability Distributions

Random variables and its probability distribution, 

Variance and Standard Deviation of a random variable

Binomial Distribution

Linear Programming

Mathematical formulation of LPP

Graphical method of solution for problems in two variables

Feasible and infeasible regions

Relations and Functions

Types of relations

Inverse Trigonometric Functions

Integrals

Integration as inverse process of differentiation

Definite integrals as a limit of a sum

Fundamental Theorem of Calculus

Applications of the Integrals

Differential Equations

Vectors

Vectors and scalars

components of a vector

Vector(cross) product of vectors

Scalar triple product

3D Geometry

Direction cosines/ratios of a line joining two points

Cartesian and vector equation of a line

Probability

Multiplications theorem on probability

Conditional probability

Baye’s theorem

Numbers, Quantification and Numerical Applications

Modulo Arithmetic

Congruence Modulo

Allegation and Mixture

Numerical Problems

Boats and Streams

Pipes and Cisterns

Races and Games

CUET 2024 Mathematics Topic- Wise Weightage

The number of questions most likely to be asked from each topic is listed below. The following table shows the CUET 2024 mathematics topic-wise weightage:

Name of the Topic

Expected Number of Questions

Algebra

2 - 3 questions

Calculus

3 - 4 questions

Integration and its Applications

3 - 4 questions

Differential Equations

2 - 3 questions

Probability Distributions

2 - 3 questions

Linear Programming

2 - 3 questions

Relations and Functions

4 - 5 questions

Integrals

3 - 4 questions

Vectors

3 - 4 questions

3D Geometry

3 - 4 questions

Probability

2 - 3 questions

Numbers, Quantification and Numerical Applications

3 - 4 questions

CUET Mathematics Syllabus 2024

Candidates who intend to take the Mathematics subject in the CUET exam 2024 should be aware of the syllabus. Official authorities have released the CUET 2024 Mathematics syllabus. Candidates can review the brief syllabus provided in the tables below to know the CUET 2024 Mathematics important topics. 

CUET Mathematics Syllabus: Section A

CUET Mathematics Syllabus: Section B

Section B1

Section B2

  • Algebra

  • Calculus

  • Integration and its Applications

  • Differential Equations

  • Probability Distributions

  • Linear Programming

  • Relations and Functions

  • Algebra

  • Calculus

  • Vectors and 3-D Geometry

  • Numbers, Quantification and Numerical Applications

  • Algebra

  • Calculus

  • Probability Distributions

  • Index Numbers and Time-based Data

  • Index Numbers and Time-based Data

  • Index Numbers and Time-based Data

  • Financial Mathematics

  • Linear Programming

  • Section A will consist of 15 questions.

  • All candidates must answer these 15 questions.

  • The examination will include questions from Mathematics and Applied Mathematics.

  • Section B is divided into two parts: B1 and B2.

  • Section B1 will include 35 Mathematics questions. Candidates will be required to answer 25 questions.

  • Section B2 will include 35 questions as well. These will be from the course Applied Mathematics. Candidates should expect to answer 25 questions.

Also ReadCUET Participating Universities 2024

The students opting for CUET 2024 Mathematics admissions can refer to this article and keep a check on this page for further updates and date releases. If you have any questions, visit our QnA section and feel free to write your queries to us.

For further news/articles and updates related to CUET 2024 UG Admissions, stay tuned to CollegeDekho!
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Related Questions

Send me course fee structure

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Harleen Kaur, Content Team

The exact fee structure for UG (Undergraduate) courses at Jamankira College, Sambalpura, is currently unavailable. However, I can provide you with an overview of the fee structures for undergraduate programs at several government colleges in India, which may be useful as a reference.

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  • Tuition at government institutions ranges from Rs 1,000 to Rs 5,000 per year, depending on the program.
  • College fee for semester examinations generally range between Rs 500 and Rs 1,500 every year.
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  • Tuition at government institutions ranges from Rs 1,000 to Rs 5,000 per year, depending on the program.
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