What is the syllabus of CUEE?

<p>The syllabus for CUEE is based on the standard curriculum of classes 11 and 12. It primarily covers topics from:</p><p>BTech Candidates:</p><p><strong>Physics</strong></p><p>Gravitation<br>Properties of Bulk Matter<br>Work, Energy &amp; Power<br>The Motion of System of Particles &amp; Rigid Body<br>Practical Oriented questions<br>Thermodynamics<br>The behaviour of Perfect Gas<br>Kinetic Theory of gases<br>Oscillations &amp; Waves<br>Physical World &amp; Measurement<br>Kinematics<br>Laws of Motion</p><p><strong>Chemistry</strong></p><p>Redox Reactions<br>Hydrogen<br>S-Block Elements<br>Some p-Block Elements<br>Organic Chemistry: Some Basic Principles and Techniques<br>Hydrocarbons<br>Environmental Chemistry<br>Some Basic Concepts of Chemistry<br>Structure of Atom<br>Classification of Elements<br>Periodicity in Properties<br>Chemical Bonding and Molecular Structure<br>States of Matter: Gases and Liquids<br>Thermodynamics<br>Equilibrium<br>Practical Oriented Questions</p><p><strong>Mathematics</strong></p><p>Binomial Theorem<br>Sequence and Series<br>Conic Section<br>Introduction to Three-Dimensional Geometry<br>Principle of Mathematical Induction<br>Complex Numbers and Quadratic Equations<br>Linear Inequalities<br>Permutations and Combinations<br>Straight Lines<br>Limits and Derivatives<br>Matrices<br>Determinants<br>Continuity and Differentiability<br>Applications of Derivatives<br>Integrals<br>Applications of the Integrals<br>Differential Equations<br>Vectors<br>Three Dimensional Geometry<br>Probability<br>Definition of proposition and problems<br>Logical connectives and Compound proposition<br>Problems, Quantifiers, negation, consequences of implication-contrapositive and<br>Converse, problems, proving a statement by the method of contradiction by giving the<br>Statistics<br>Probability<br>Relations and Functions<br>Inverse Trigonometric Functions</p>

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