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Punjab Board · 1st Year

Date Sheet 2026 & Syllabus

Exam schedule guidance and the complete PCTB Class 11 Mathematics syllabus — all 14 chapters with their topics.

About the date sheet

All nine Punjab BISE boards (Lahore, Gujranwala, Rawalpindi, Faisalabad, Multan, Sahiwal, Sargodha, Bahawalpur, D.G. Khan) announce the 1st year date sheet together, usually a few weeks before the annual exams, which are typically held in spring.

Always confirm the final schedule on your own board's official website — this page will be updated when the official 2026 date sheet is announced. Meanwhile, the syllabus below is fixed, so preparation can start now.

PCTB Class 11 Mathematics syllabus — 14 chapters

Chapter 1: Complex Numbers

7 marks

Complex numbers, modulus, conjugate, argument, polar form, De Moivre's theorem

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Chapter 2: Functions and Graphs

7 marks

Relations, functions, domain and range, inverse functions, graph transformations

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Chapter 3: Theory of Quadratic Functions

13 marks

Quadratic functions, roots, discriminant, vertex, axis of symmetry, graphs

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Chapter 4: Matrices and Determinants

13 marks

Types of matrices, determinants, adjoint, inverse, Cramer's rule, row operations

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Chapter 5: Partial Fractions

5 marks

Proper and improper fractions, repeated factors, irreducible quadratic factors

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Chapter 6: Sequences and Series

17 marks

Arithmetic, geometric and harmonic progressions, means, sigma notation, sums of series

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Chapter 7: Permutations and Combinations

13 marks

Factorials, permutations, combinations, multiplication and addition laws

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Chapter 8: Mathematical Induction and Binomial Theorem

11 marks

Principle of mathematical induction, binomial expansion, general and middle term

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Chapter 9: Division of Polynomials

12 marks

Polynomial division, remainder theorem, factor theorem, quotient and remainder

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Chapter 10: Trigonometric Identities

12 marks

Sum and difference identities, double and half angle formulas, sum-to-product

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Chapter 11: Trigonometric Functions and their Graphs

3 marks

Domain, range, period, amplitude, graphs of sine, cosine, tangent

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Chapter 12: Limit and Continuity

13 marks

Limits, one-sided limits, continuity, discontinuity, algebraic techniques

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Chapter 13: Differentiation

8 marks

Derivative from first principles, rules of differentiation, chain rule, applications

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Chapter 14: Vectors in Space

5 marks

Position vectors, direction ratios, dot product, cross product, lines and planes

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