Class-Wise Syllabus & Term Matrix

Class-Wise Syllabus & Term Matrix

Explore chapter-wise course curriculum and assessment distributions across all 4 academic terms (Pre-Mid, Mid-Term, Post-Mid, and Final Annual Exams) for Classes 6th to 12th.

Curriculum Breakdown 2026-27

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Active Term Breakdown

MathematicsClass 9

Pre-Mid Term

Term 1
  • Number system
  • Introduction to polynomials
  • Sequences and Progressions
  • Exploring Algebraic Identities
  • Trigonometry

Mid Term (Half Yearly)

Term 2
  • Linear Equation in Two Variables
  • Coordinate Geometry
  • Introduction to Euclid's Geometry : Axioms & Postulates
  • Lines and Angles
  • Indices & Logarithms

Post-Mid Term

Term 3
  • Triangles : Congruence Theorems
  • Circles
  • Quadrilaterals
  • Mensuration (Surface Area and Perimeters)

Final Term (Annual Exam)

Term 4
  • Mensuration (Surface Area and Volumes)
  • Statistics
  • Introduction to probability
  • Compound Interest

Frequently Asked Questions About Syllabus

Clarifications regarding board mapping, examination schedules, and reference books.

For middle classes (6th to 8th), we follow a dual CBSE & ICSE benchmark syllabus to give students a comprehensive conceptual base. For secondary (9th & 10th) and senior secondary (11th & 12th), we follow the official CBSE board syllabus and NCERT textbooks.
Our academic year is divided into 4 main terms: Pre-Mid Term (Term 1), Mid Term / Half-Yearly (Term 2), Post-Mid Term (Term 3), and Final Annual Exams (Term 4). This helps track constant micro-assessments.
Yes. Every chapter is taught at two levels: first, basic conceptual board level (NCERT and textbook questions), and second, objective analytical level (IIT-JEE / NEET foundation questions and Olympiads).
Along with standard NCERT books, our curriculum maps questions from R.D. Sharma, R.S. Aggarwal for Mathematics, and H.C. Verma, Lakhmir Singh for Sciences, along with proprietary LakshyaMarch study modules.
Yes. From Class 6th onwards, the syllabus incorporates logical reasoning, mental ability, and competitive mathematics designed for national olympiads like NMTC (National Mathematics Talent Contest), SOF, and NTSE.