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MHT-CET Syllabus
You can practice for following subjects/chapters on PREXAM.
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Syllabus for MHT-CET Physics
Wave Motion
Thermal properties of matter
Ray optics
Electrostatics
Current electricity
Magnetic fields due to electric current
Magnetism
Gravitation
Rotational Dynamics
Oscillations
Elasticity
Stationary Waves
Kinetic theory of gases and Radiation
Electromagnetic inductions
Atoms, Molecules and Nuclei
Semiconductors
Wave Optics
Laws of Motion
Motion in a Plane
Sound
Mechanical properties of Fluids
Thermodynamics
Dual nature of Radiation & Matter
AC circuits
Start Practicing MCQ's on Physics!!
Syllabus for MHT-CET Chemistry
Some Basic Concepts of Chemistry
States of matter : Gases and liquids
Structure of atom
Redox reactions
Surface chemistry
Chemical Bonding
Elements of Group 1 and Group 2
p-Block elements Group Introduction to p-Block elements
Basic principles and techniques in organic chemistry
Green Chemistry and Nanochemistry
Solid State
Solutions and colligative properties
Chemical thermodynamics and energetic
Electrochemistry
Chemical kinetics
Transition and Inner Transition Elements
Coordination compounds
Halogen derivatives of alkanes (and arenes)
Alcohols, phenols and ethers Alcohols
Aldehydes, ketones and carboxylic acids
Biomolecules Carbohydrates
Polymers
Hydrocarbons
Amines
Ionic Equilibria
Elements of Groups 16,17 & 18
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Syllabus for MHT-CET Biology
Biochemistry of cell
Plant Water Relations
Plant Growth and Mineral Nutrition
Human Nutrition
Biotechnology: Process and Application
Enhancement in Food Production
Respiration
Origin and the Evolution of Life
Human Health and Diseases
Circulation
Excretion and osmoregulation
Control and Co-ordination
Human Reproduction
inheritance and Variation
Molecular Basis of Inheritance
Organism & Populations
Ecosystems & Energy Flow
Biodiversity, Conservation & Environmental Issues
Reproduction in Lower and Higher Plants
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Syllabus for MHT-CET Mathematics
Trigonometric functions
Trigonometric functions of compound angles
Straight Line
Circle and Conics
Vectors
Matrices
Sets, Relations and Functions
Complex Numbers
Permutations & combinations
Differentiation
Integration
Probability
Mathematical Logic
Pair of straight lines
Line
Plane
Linear programming problems
Continuity
Applications of derivative
Applications of definite integral
Differential equation
Binomial distribution
Probability distribution
Measures of Dispersion
Indefinite Integration
Definite Integration
Limits
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