After filling in the MHT CET application form 2018, here is the syllabus for every subject:
Chemistry
- Some Basic Concepts of Chemistry
- States of matter : Gases and liquids
- Structure of atom
- Periodic table
- Redox reactions
- Chemical equilibrium
- Surface chemistry
- Nature of chemical bond:
- Hydrogen: s-Block elements
- Basic principles and techniques in organic chemistry: .
Biology
- Diversity in Living World
- Structure and function of cell
- Plant Physiology
- Structural organization in plant
- Kingdom Animalia
- Organization of Cell
- Study of Animal Tissues
- Study of Animal Type
- Human Nutrition
- Human Respiration
- Human skeleton and Locomotion
- Genetic Basis of Inheritance
- Gene: its nature, expression and regulation
- Biotechnology: Process and Application
- Enhancement in Food Production
- Microbes in Human Welfare
- Photosynthesis
- Respiration
- Reproduction in Plants
- Organisms and Environment -I
- Origin and the Evolution of Life
- Chromosomal Basis of Inheritance
- Genetic Engineering and
Genomics - Human Health and Diseases
- Animal Husbandry- Management of Farms and Farm Animals, Dairy, Poultry, Animal Breeding, Bee-Keeping, Fisheries, Sericulture, Lac culture
- Circulation
- Excretion and osmoregulation
- Control and Coordination
- Human Reproduction
Mathematics
- Trigonometric functions
- Trigonometric functions of compound angles
- Factorization Formulae
- Locus
- Straight Line
- Circle and Conics :
- Vectors- localized vectors, types of vectors, zero vector, unit vector, equality at vectors, negative of a vector, collinear vectors, coplanar vectors, coinitial vectors, like and unlike vectors, scalar multiple of a vector, triangle law, parallelogram law, polygon law, properties of addition of vectors,
- Linear Inequations
- Determinants
- Matrices
- Sets, Relations and Functions
- Logarithms
- Complex Numbers
- Sequences & Series- sequence, A.P., Sum of first n terms of A.P., properties of A.P., geometric progression – introduction, general term, sum of the first ‘n’ terms, (n terms from the end of G.P.) containing finitely many terms & sum to infinite terms, properties of G.P., H.P. as a special type of A.P, Means
- Permutations & combinations
- Mathematical Induction and Binomial
- Theorem
- Limits
- Differentiation
- Integration
- Statistics
- Probability- Types of events – events and algebra of events, axiomatic definition of probability, mutually exclusive and exhaustive events, mutually exclusive events, addition theorem – for any two events A and B, Result on complementary events. Conditional probability – definition, multiplication theorem, independent events, Baye’s theorem, odds in favour and against.
- Three-dimensional geometry- Direction cosines and direction ratios: direction angles, direction cosines, direction ratios, the relation between direction ratio and direction cosines, the angle between two lines, the condition of perpendicular lines.
- Line
- Plane
- Linear programming problems- Introduction of L.P.P. definition of constraints, objective function, optimization, constraint equations, nonnegativity restrictions, feasible and infeasible region, feasible solutions
- Limits
- Differentiation
- Applications of derivative
- Integration
- Applications of definite integral
- Differential equation
- Statistics
- Probability distribution
- Bernoulli trials and Binomial distribution
Physics
- Kinetic Theory of Gases and radiation
- Atoms, Molecules, and Nuclei
- Oscillations
- Rotational Motion
- Electrostatics
- Electromagnetic Induction
- Magnetic Effects of Current
- Semiconductors
- Wave Motion