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TNEA Mock Test
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PHYSICS
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Physical World and Measurement
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Units and dimensions
Measurement techniques
Errors in measurement
Significant figures
Kinematics
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Motion in one dimension
Motion in two dimensions
Projectile motion
Relative motion
Laws of Motion
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Newton's laws
Friction
Circular motion
Conservation of momentum
Work, Energy and Power
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Work-energy theorem
Potential energy
Kinetic energy
Power and efficiency
Motion of System of Particles and rotational motion
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Center of mass
Torque
Angular momentum
Moment of inertia
Gravitation
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Newton's law of gravitation
Gravitational potential energy
Escape velocity
Kepler's laws
Properties of Bulk Matter
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Elastic properties
Pressure in fluids
Viscosity
Surface tension
Heat and Thermodynamics
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Heat transfer
Laws of thermodynamics
Heat engines
Entropy
Behavior of Perfect Gasses & Kinetic theory of Gasses
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Ideal gas equation
Kinetic theory of gases
Mean free path
Maxwell's speed distribution
Oscillation and Waves
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Simple harmonic motion
Damped oscillations
Forced oscillations
Wave propagation
CHEMISTRY
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Some basic concepts of Chemistry
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Matter and its nature
Laws of chemical combination
Mole concept
Stoichiometry
Structure of Atom
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Atomic models
Quantum numbers
Electronic configuration
Aufbau principle
Classification of Elements and Periodicity in Properties
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Periodic table
Periodic trends
Effective nuclear charge
Atomic and ionic radii
Chemical Bonding and Molecular Structure
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Ionic bonding
Covalent bonding
VSEPR theory
Hybridization
Equilibrium
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Law of mass action
Le Chatelier's principle
Acid-base equilibria
Solubility product
Redox Reactions
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Oxidation number
Balancing redox reactions
Electrochemical cells
Standard electrode potentials
Hydrogen
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Isotopes of hydrogen
Preparation and properties
Hydrides
Hydrogen as a fuel
S-Block Elements
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Alkali metals
Alkaline earth metals
Group 1 & 2 elements
Preparation & attributes of some important compounds
Hydrocarbons: Its classification
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Alkanes
Alkenes
Alkynes
Aromatic hydrocarbons
Environmental Chemistry
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Air pollution
Water pollution
Soil pollution
Green chemistry
Solid State
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Crystal structures
Unit cell
Packing in solids
Defects in crystals
Solutions
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Types of solutions
Colligative properties
Raoult's law
Osmosis
General Principles and Processes of Isolation of Elements
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Occurrence of metals
Concentration of ores
Extraction methods
Refining of metals
D & F-Block Elements
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Transition elements
Lanthanides and actinides
Coordination compounds
Organometallic chemistry
Haloalkanes & Haloarenes
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Nomenclature
Preparation methods
Physical and chemical properties
Reactions of haloalkanes and haloarenes
Alcohols, Phenols & Ethers
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Classification and nomenclature
Preparation of alcohols and phenols
Properties of alcohols and phenols
Ethers: Preparation and reactions
Chemistry in Everyday Life
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Pharmaceuticals
Food additives
Cleansing agents
Polymers in daily use
Biomolecules
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Carbohydrates
Proteins
Lipids
Nucleic acids
Polymers
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Classification of polymers
Methods of polymerization
Molecular mass of polymers
Biodegradable polymers
Surface Chemistry
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Adsorption
Catalysis
Colloids
Emulsions
States of Matter: Gasses and Liquids
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Kinetic theory of gases
Real gases
Liquid state
Vapor pressure
Thermodynamics
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First law of thermodynamics
Enthalpy
Second law of thermodynamics
Gibbs free energy
General Introduction of Some P-Block Elements
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Group 13 elements
Group 14 elements
Group 15 elements
Group 16 elements
ElectroChemistry
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Electrochemical cells
Faraday's laws of electrolysis
Conductance in electrolytic solutions
Batteries and fuel cells
Aldehydes, Ketones, and Carboxylic Acids
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Nomenclature and structure
Preparation of aldehydes and ketones
Reactions of aldehydes and ketones
Carboxylic acids: Properties and reactions
Some basic principles & techniques of Organic Chemistry
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Purification methods
Qualitative analysis
Quantitative analysis
Reaction mechanisms
Chemical Kinetics
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Rate of reaction
Factors affecting reaction rates
Order of reaction
Activation energy
Organic Compounds comprising Nitrogen
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Amines
Diazonium salts
Nitro compounds
Cyanides and isocyanides
MATHEMATICS
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GEOMETRY
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Basic geometric shapes and properties
Triangles: Types, properties, congruence, and similarity
Quadrilaterals: Types, properties, and theorems
Circles: Properties, theorems, tangents, and secants
Polygons: Types, properties, and area calculation
Coordinate geometry: Distance formula, section formula, area of a triangle
Three-dimensional geometry: Lines, planes, and distances
Transformations: Translation, rotation, reflection, and dilation
Conic sections: Parabola, ellipse, and hyperbola
ALGEBRA
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Fundamentals of algebra: Expressions, equations, and identities
Linear equations: Single variable and systems of linear equations
Quadratic equations: Roots, factorization, and quadratic formula
Polynomials: Degree, roots, factor theorem, and remainder theorem
Sequences and series: Arithmetic progression, geometric progression, and harmonic progression
Binomial theorem: Expansion, coefficients, and applications
Matrices: Types, operations, determinants, and inverse
Complex numbers: Representation, operations, and polar form
Inequalities: Linear and quadratic inequalities, graphical representation
STATISTICS
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Data collection and organization
Measures of central tendency: Mean, median, and mode
Measures of dispersion: Range, variance, and standard deviation
Probability: Basic concepts, conditional probability, and Bayes' theorem
Random variables and probability distributions: Discrete and continuous
Binomial, Poisson, and normal distributions
Correlation and regression analysis
Sampling methods and data interpretation
Hypothesis testing and confidence intervals
TRIGONOMETRY
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Basic trigonometric functions: Sine, cosine, tangent, and their reciprocals
Trigonometric identities and equations
Graphs of trigonometric functions
Inverse trigonometric functions
Applications of trigonometry: Heights and distances
Law of sines and cosines
Trigonometric form of complex numbers
Polar coordinates and their relationship with Cartesian coordinates
Hyperbolic functions: Definitions and properties
CALCULUS
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Limits and continuity: Definition, properties, and evaluation
Derivatives: Definition, rules, and applications
Applications of derivatives: Tangents, normals, maxima, and minima
Integrals: Indefinite and definite integrals, fundamental theorem of calculus
Applications of integrals: Area under a curve, volume of solids of revolution
Differential equations: Formation, order, degree, and solutions
Sequences and series: Convergence tests, power series, Taylor and Maclaurin series
Multivariable calculus: Partial derivatives, gradient, divergence, and curl
Vector calculus: Line integrals, surface integrals, and Green's theorem
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