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ISC 12th Mathematics Marks Distribution 2026 Chapter-Wise

The ISC 12th Mathematics Marks Distribution 2026 blueprint shows which units and chapters have high weightage. The chapter-wise marks distribution for the theory segment is an estimate based on the previous year’s trend.

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ISC 12th Mathematics Marks Distribution 2026 Chapter-Wise: The Indian School Certificate Examinations (CISCE) will conduct the ISC 12th Mathematics 2026 exam on March 9, 2026. Here, the candidates can find out the ISC Class 12 chapter-wise marks distribution and the most difficult topics. As per the analysis, Calculus is the most weighted chapter, from which the candidates will get 32 marked questions. Candidates should practice the high-weightage topics more so that they can score well in the exam.

ISC 12th Mathematics Chapter-Wise Marks Distribution 2026

As per the exam pattern, there will be a total of three sections such as Section A, B, and C. Check out the section-wise and chapter-wise ISC 12th Mathematics marks distribution 2026 here in the given table:

Section

Unit Name

Unit Wise Weightage

Section A

Relations and Functions

10 marks

Algebra

10 marks

Calculus

32 marks

Probability

13 marks

Total

65 marks

Section B

Vectors

5 marks

Three-Dimensional Geometry

6 marks

Applications of Integrals

4 marks

Total

15 marks

Section C

Application of Calculus

5 marks

Linear Regression

6 marks

Linear Programming

4 marks

Total

15 marks

Total weightages of the three sections

80 marks

ISC 12th Mathematics Topic-Wise Difficulty Level

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Before appearing for the ISC 12th Mathematics exam, the candidates should have a fair knowledge of the important, medium, and high difficult topics, so that they can make their preparation plan accordingly.

Important Topics

Medium Difficult Topics

High Difficult Topics

  • Calculus
  • Differentiation and Integration
  • Probability
  • Limits
  • Linear Programming
  • Algebra
  • Relations and Functions
  • Matrices and Determinants
  • Indefinite integrals
  • Inverse trigonometric functions
  • Definite Integral of a Modulus Function
  • Linear programming problems
  • Application of derivatives (Increasing & Decreasing functions)
  • Equation of a plane-3D Geometry
  • Application of derivatives (Maxima & Minima)
  • Area bounded by two curves
  • Identifying the type of indefinite integral
  • Area of region bounded by two curves and identifying the proper limits of the bounded region
  • Identifying the feasible region
  • Elementary properties of definite integrals
  • Symmetric and skew-symmetric matrices
  • Second-order differentiation
  • Regression coefficients byx and bxy
  • Identifying the type of differential equation
  • Mutually exclusive and independent events

ISC 12th Marks Weightage 2026 for Other Subjects |

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