The Class 9 Olympiad syllabus 2026 by IGNITIA covers five subjects: Mathematics, English, Science, General Knowledge and Logical Reasoning. It is aligned with the NCERT/ICSE Class 9 curriculum and designed for students aged 14 to 15.

Class 9 Olympiad Syllabus 2026

Complete Class 9 Olympiad syllabus for Mathematics, English, Science, General Knowledge and Logical Reasoning — aligned with NCERT and ICSE. Designed to build strong concepts, analytical thinking and competitive exam readiness.

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The Class 9 Olympiad syllabus by IGNITIA covers the transition into secondary-stage Mathematics, English, Science, General Knowledge and Logical Reasoning — fully aligned with the NCERT and ICSE Class 9 curriculum. Students build strong analytical thinking and competitive exam readiness ahead of Class 10 boards.

✏️ Grammar & Language
  • Integrated Grammar (CBSE Pattern) — grammar tested in context, not in isolation; gap-filling with tense, article, preposition, determiner, conjunction; editing and omission (one error per line); sentence reordering / re-arrangement of jumbled words into meaningful sentences; sentence transformation and combination
  • Tenses – Complete Mastery — all twelve tenses — form, use and contrast; sequence of tenses; tense in reported speech; common tense errors; narrative past vs present; future forms (will, going to, present continuous for arrangements)
  • Clauses & Sentence Structure — simple, compound, complex, compound-complex sentences; main and subordinate clauses; noun, adjective (relative) and adverb clauses; connectors and subordinating conjunctions; conditional sentences (types 0–3); embedding and coordination
  • Modals & Voice — modal auxiliaries for ability, permission, obligation, advice, probability, deduction (can, could, may, might, must, should, ought to, need, dare); active–passive transformation across tenses; passive of modals and imperatives; when to prefer the passive
  • Reported Speech — direct to indirect for statements, questions, commands, requests, exclamations; back-shift of tenses; change of pronouns, time and place references; reporting verbs (advised, warned, suggested, insisted)
  • Determiners, Prepositions & Connectors — articles (definite, indefinite, zero); quantifiers; demonstratives; prepositions of time, place, direction, agency; prepositional phrases; linking devices (however, therefore, moreover, nevertheless, whereas)
  • Vocabulary & Word Formation — synonyms, antonyms, homophones, homonyms; one-word substitutions; prefixes, suffixes, roots; collocations; idioms and phrasal verbs; commonly confused words; register and connotation
📖 Reading Comprehension
  • Unseen Prose Passages — factual and discursive passages (300–400 words); literal and inferential questions; note-making and summarising; vocabulary in context; identifying main idea, tone, and purpose; MCQ, short-answer and reference-to-context
  • Unseen Poetry — reading an unseen poem; understanding theme and mood; identifying poetic devices (simile, metaphor, personification, imagery, alliteration); explaining meaning of lines; appreciating rhyme and rhythm
  • Prescribed Prose & Drama — detailed study of prose and play extracts (Beehive / Treasure Trove); characterisation, plot, setting, conflict; reference-to-context; theme and message; author's viewpoint; long-answer value-based questions
  • Prescribed Poetry — analysis of prescribed poems; central idea, figures of speech, rhyme scheme, imagery; poet's attitude; explanation and appreciation of stanzas; comparing poems on related themes
✍️ Writing Skills
  • Descriptive & Narrative Writing — descriptive paragraphs (person, place, event, process); narrative and story writing from cues, outlines, or a given opening/closing line; diary entry; maintaining coherence, tense consistency and sensory detail
  • Formal & Informal Letters — formal: letter to editor, letter of complaint, enquiry, request, application; informal: letters to friends and family; correct format, tone, layout; subject line and salutation conventions
  • Article, Report & Speech — article writing on issues and events (120–150 words); report of an event/function for a school magazine or newspaper; speech writing with introduction, body and conclusion; persuasive and informative registers
  • Notice, Message & Email — notice writing (box format, essential details); message writing; formal email format; précis and note-making from a passage; poster / advertisement copy (awareness)

🔢 Number Systems & Algebra
  • Number Systems — rational and irrational numbers; real numbers and the number line; representing √2, √3, √5 geometrically (successive magnification); decimal expansions (terminating, non-terminating recurring/non-recurring); operations on real numbers; laws of exponents for real bases; rationalising the denominator; surds
  • Polynomials — polynomials in one variable; degree, zeroes; Remainder Theorem; Factor Theorem; factorisation of quadratic and cubic polynomials by splitting the middle term and by the Factor Theorem; algebraic identities: (x+y+z)², (x±y)³, x³±y³, x³+y³+z³−3xyz; applications
  • Linear Equations in Two Variables — general form ax+by+c=0; solution as an ordered pair; infinitely many solutions; graph of a linear equation as a straight line; equations of lines parallel to the axes; graphical representation of word problems
  • ICSE Extensions – Indices, Logarithms & Expansions — indices/exponents: laws and simplification; logarithms: definition, laws (product, quotient, power), change of base, application; expansions (a±b)², (a±b)³ and related; factorisation; simultaneous linear equations (elimination, substitution, cross-multiplication)
📐 Coordinate Geometry & Euclid's Geometry
  • Coordinate Geometry — Cartesian plane; axes, origin, quadrants; abscissa and ordinate; plotting points; coordinates of a point; sign of coordinates in each quadrant; reading a point's coordinates from a graph; distance formula and section formula (ICSE)
  • Introduction to Euclid's Geometry — Euclid's definitions, axioms and postulates; the five postulates; equivalent versions of the fifth (parallel) postulate; difference between axiom and theorem; proving statements from axioms; historical note on geometry
  • Lines & Angles — basic terms; pairs of angles: complementary, supplementary, adjacent, linear pair, vertically opposite; angles formed by a transversal with parallel lines (corresponding, alternate, co-interior); angle sum property of a triangle; exterior angle theorem — with proofs
📏 Triangles, Quadrilaterals & Circles
  • Triangles – Congruence — congruence criteria: SAS, ASA, AAS, SSS, RHS; properties of isosceles triangles; inequalities in a triangle (angle opposite longer side; sum of two sides > third side); proofs and riders; construction awareness
  • Quadrilaterals — angle sum property of a quadrilateral; properties of a parallelogram and their converses; the mid-point theorem and its converse; conditions for a quadrilateral to be a parallelogram; special parallelograms (rectangle, rhombus, square)
  • Areas of Parallelograms & Triangles — figures on the same base and between the same parallels; parallelograms on the same base and between the same parallels are equal in area; a triangle and a parallelogram on the same base and between the same parallels; area-based riders
  • Circles — terms: centre, radius, chord, arc, sector, segment; equal chords and their distances from the centre; the perpendicular from the centre to a chord bisects it; angle subtended by an arc at the centre and on the remaining part; cyclic quadrilaterals (opposite angles supplementary)
  • Constructions — construction of bisectors of line segments and angles; construction of a triangle given base, base angle and sum/difference of the other two sides, or perimeter and base angles; construction of 60°, 90°, 45°, 30° and their bisectors
📊 Mensuration, Statistics & Probability
  • Areas – Heron's Formula — area of a triangle by Heron's formula (given three sides); application to finding the area of a quadrilateral by splitting into triangles; area of composite plane figures; real-life problems (fields, plots, signboards)
  • Surface Areas & Volumes — surface area and volume of the cuboid, cube, cylinder, cone, sphere and hemisphere; curved (lateral) and total surface area; combinations of solids (awareness); conversion of units; cost and capacity problems
  • Statistics — collection and presentation of data; frequency distribution (ungrouped and grouped); class interval, class mark; bar graphs, histograms and frequency polygons; measures of central tendency: mean, median and mode of ungrouped data
  • Probability — empirical (experimental) probability; probability of an event from repeated trials/observed frequency; simple problems from coins, dice and real data; probability lies between 0 and 1; sum of probabilities of all outcomes

⚡ Physics
  • Motion — distance and displacement; scalar and vector quantities; speed, velocity, acceleration; uniform and non-uniform motion; equations of motion (v=u+at, s=ut+½at², v²=u²+2as) — derivation graphically; distance–time and velocity–time graphs; uniform circular motion
  • Force & Laws of Motion — balanced and unbalanced forces; inertia and mass; Newton's three laws of motion; momentum; conservation of linear momentum; force = rate of change of momentum; recoil of a gun; action–reaction pairs; numerical applications
  • Gravitation — universal law of gravitation; gravitational constant G; free fall and acceleration due to gravity g; mass vs weight; weight on the Moon; thrust and pressure; buoyancy and Archimedes' principle; density and relative density; why objects float or sink
  • Work, Energy & Power — work done by a constant force; positive, negative and zero work; energy — kinetic and potential; work–energy theorem; expressions ½mv² and mgh; law of conservation of energy; power; commercial unit of energy (kWh); transformations of energy
  • Sound — nature and production of sound; propagation as a longitudinal wave; requirement of a medium; characteristics — wavelength, frequency, time period, amplitude, pitch, loudness, timbre; speed of sound in different media; reflection of sound, echo and reverberation; SONAR; range of hearing; ultrasound and its uses; structure of the human ear (CBSE)
🧪 Chemistry
  • Matter in Our Surroundings — characteristics of particles of matter; states of matter — solid, liquid, gas; interconversion of states; effect of temperature and pressure; melting, boiling, evaporation, sublimation; latent heat of fusion and vaporisation; factors affecting evaporation and its cooling effect
  • Is Matter Around Us Pure? — mixtures and pure substances; homogeneous and heterogeneous mixtures; solutions, suspensions and colloids; Tyndall effect; concentration of a solution; separation techniques (evaporation, centrifugation, chromatography, distillation, fractional distillation, crystallisation); elements, compounds and mixtures; physical vs chemical changes
  • Atoms & Molecules — laws of chemical combination (conservation of mass, constant proportions); Dalton's atomic theory; atoms and molecules; atomic and molecular mass; mole concept; molar mass; writing chemical formulae; valency; ions; formula unit mass; gram atomic/molecular mass
  • Structure of the Atom — discovery of electrons, protons and neutrons; Thomson's, Rutherford's and Bohr's models; distribution of electrons in shells (K, L, M, N); valence electrons and valency; atomic number and mass number; isotopes and isobars and their uses
  • ICSE Extensions – Language of Chemistry & Bonding — symbols, valency, radicals; writing and balancing chemical equations; the atomic structure and electronic configuration; chemical bonding — electrovalent (ionic) and covalent; the Periodic Table (introduction); water and its properties; study of the first ten elements (awareness)
🌿 Biology
  • The Fundamental Unit of Life – The Cell — cell as the basic unit of life; discovery of the cell; prokaryotic vs eukaryotic cells; plant vs animal cells; cell organelles — cell wall, cell membrane, nucleus, cytoplasm, mitochondria, plastids, endoplasmic reticulum, Golgi apparatus, lysosomes, vacuoles, ribosomes; osmosis, diffusion, plasmolysis; cell division (mitosis and meiosis — awareness)
  • Tissues — plant tissues — meristematic (apical, lateral, intercalary) and permanent (simple: parenchyma, collenchyma, sclerenchyma; complex: xylem and phloem); animal tissues — epithelial, connective (bone, cartilage, blood, areolar, adipose), muscular (striated, unstriated, cardiac) and nervous tissue; structure and function
  • Diversity in Living Organisms / Classification — basis and hierarchy of classification; the five-kingdom classification (Monera, Protista, Fungi, Plantae, Animalia); major groups of plants (Thallophyta to Angiosperms) and animals (Porifera to Mammalia — with distinguishing features); binomial nomenclature
  • Improvement in Food Resources (CBSE) — crop production and improvement; crop variety improvement; nutrient management (manure, fertilisers); irrigation; cropping patterns; animal husbandry — cattle, poultry, fish and bee farming; sustainable practices and food security
  • Health & Its Failure / Why Do We Fall Ill — health and disease; acute vs chronic diseases; infectious and non-infectious diseases; disease-causing agents (viruses, bacteria, fungi, protozoa, worms); means of spread; principles of treatment and prevention; immunisation and vaccination

🌐 GK Topics
  • World Geography — the Earth in the solar system; latitudes and longitudes; time zones and the International Date Line; motions of the Earth — rotation and revolution, seasons; interior of the Earth and lithosphere; major landforms; atmosphere and its layers; the water cycle; continents and oceans; world climatic zones
  • India – Geography — location, size and neighbours; physical divisions (Himalayas, Northern Plains, Peninsular Plateau, Coastal Plains, Islands, Desert); major rivers and drainage systems; climate — the monsoon; natural vegetation and wildlife; population distribution; states and capitals; major crops and minerals
  • History – The Modern World — the French Revolution (1789) — causes, course and legacy; Socialism and the Russian Revolution (1917); the rise of Nazism and Hitler's Germany; the two World Wars (overview); India's freedom struggle — key movements and leaders; India after Independence (integration and Constitution)
  • Civics & Democratic Politics — what is democracy; features of democracy; the Indian Constitution — Preamble, Fundamental Rights and Duties, Directive Principles; making of the Constitution and the Constituent Assembly; electoral politics and the Election Commission; working of institutions — Parliament, Executive, Judiciary; local self-government
  • Economics – Fundamentals — basic economic problems and sectors of the economy; the story of village Palampur (factors of production); people as a resource — human capital, education, health; poverty as a challenge — measurement and causes; food security in India — PDS, buffer stock, ration
  • Science & Technology — India's space programme — ISRO milestones, Chandrayaan and Mangalyaan; recent launch vehicles and satellites; DRDO and defence technology; nuclear energy programme; biotechnology and health advances; digital India, AI and emerging technologies; major inventions, discoveries and the scientists behind them
  • Environment & Sustainability — ecosystems, food chains and food webs; biodiversity and conservation (national parks, sanctuaries, biosphere reserves); pollution — air, water, soil, noise; climate change and global warming; renewable and non-renewable energy; the Sustainable Development Goals; major environmental agreements and movements
  • Current Affairs & Static GK — important national and international events of the year; Union and state governance updates; major summits and organisations (UN, G20, BRICS, SAARC, ASEAN); awards and honours (Nobel, Bharat Ratna, Padma awards, Khel Ratna); sports events and records; books and authors; important days; abbreviations; first, largest and longest (India and world)

💬 Verbal Reasoning
  • Series & Analogy — number, letter and alphanumeric series with mixed and interleaved patterns; finding the missing or wrong term; number, letter, word and meaning-based analogies; classification (odd one out) across categories
  • Coding–Decoding — letter-shifting and substitution coding; number coding; symbol coding; conditional coding; coded sentences where each word follows a rule; decoding by comparison of two coded messages
  • Blood Relations & Direction Sense — relationship puzzles from statements and family trees; coded relations; direction and distance problems; net displacement and shortest distance; turns and shadows (time of day)
  • Syllogism & Statement-based Reasoning — two- and three-statement syllogisms; Venn-diagram method; possibility cases; statement–assumption; statement–conclusion; statement–course of action; strong vs weak arguments
  • Ranking, Ordering & Arrangements — linear arrangement (single and double row); circular arrangement (facing centre / outward); order and ranking from clues; comparison-based puzzles; scheduling with constraints; seating with multiple attributes
🔷 Non-Verbal Reasoning
  • Figure Series & Analogy — pattern change across a sequence of figures; rotation, reflection and element-count changes combined; figure analogy; choosing the figure that completes the pattern
  • Mirror & Water Images — mirror images of letters, numbers, words and figures; water (inverted) images; combined mirror-and-water transformations; identifying the correct reflected figure
  • Paper Folding & Cutting, Embedded Figures — predicting the pattern after folding and punching/cutting; unfolding a folded-and-cut sheet; finding a hidden (embedded) figure; completing an incomplete figure
  • Cubes, Dice & Spatial Reasoning — dice — opposite faces and rotation; painted-cube counting (faces with 0, 1, 2, 3 painted faces); nets of a cube/solid; identifying the top/side view of a 3-D object
🔣 Mathematical & Quantitative Reasoning
  • Data Interpretation — reading tables, bar graphs, line graphs and pie charts; comparison across categories; percentage share and growth; averages from data; simple calculation-based interpretation
  • Quantitative Aptitude — percentage, ratio and proportion; profit, loss and discount; simple and compound interest; average, age and mixture problems; time, speed and distance; time and work; number system and simplification
  • Algebraic & Geometric Reasoning — framing and solving linear equations from word problems; simultaneous equations; patterns and sequences; reasoning with angles, triangles and areas; perimeter, area and volume-based logic problems
  • Logical Puzzles — grid (matrix) puzzles with multiple conditions; true/false and knight–knave style statements; number and letter puzzles; sequencing and matching; Sudoku-style and magic-square reasoning

Frequently Asked Questions

The Class 9 IGNITIA Olympiad syllabus 2026 covers five subjects: Mathematics (real numbers, polynomials, coordinate geometry, Euclid's geometry, triangles, quadrilaterals, circles, Heron's formula, surface areas and volumes, statistics, probability), English (integrated grammar, tenses, clauses, modals, reported speech, unseen and prescribed texts, formal/informal writing), Science (motion, laws of motion, gravitation, work-energy-power, sound, matter, atoms and molecules, the cell, tissues, classification, food resources), General Knowledge (world & India geography, the modern world, civics, economics fundamentals, science & technology, environment, current affairs) and Logical Reasoning (verbal, non-verbal and quantitative reasoning). It is aligned with NCERT/ICSE and designed for students aged 14 to 15.

Click the Register Now button on this page, fill in your name, class and school details, and complete the registration. Our team will share the exam schedule, admit card, full syllabus and preparation resources directly with you.

IGNITIA Skills Lab is a unique programme beyond the standard Olympiad. For Class 9 students it covers Analytical Aptitude (advanced logical deductions, critical reasoning and multi-variable problem solving), Data Interpretation (graph analysis and statistical reasoning), Applied Intelligence (applying algebra, geometry, physics and chemistry concepts to real-world scenarios) and AI Thinking Lab (understanding machine learning, data science fundamentals and emerging technology trends). It builds the analytical skills needed for board exams, competitive entrance tests like JEE and NEET, and future careers.

Yes. The Class 9 IGNITIA Olympiad syllabus is based on the NCERT Class 9 curriculum, with ICSE-specific extensions included (such as logarithms, indices, and additional geometry/chemistry topics). Students do not need extra coaching — school textbooks and IGNITIA's practice material are sufficient.

IGNITIA Olympiad at Class 9 builds a strong foundation ahead of Class 10 board exams and competitive entrance tests. It deepens subject knowledge, sharpens analytical and reasoning skills, and gives students a competitive edge. The Skills Lab — covering Analytical Aptitude, Data Interpretation, Applied Intelligence and AI Thinking — develops 21st-century skills. Top performers receive certificates, medals and cash prizes.

Class 9 IGNITIA Olympiad 2026 exam dates will be announced after registration closes. Register now to receive the full syllabus, exam schedule, admit card and all updates directly to your email. Visit ignitiaedu.com for the latest information.
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