Detailed Syllabus of the MHT CET 2018

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 … Continue reading “Detailed Syllabus of the MHT CET 2018”

After filling in the MHT CET application form 2018, here is the syllabus for every subject:


  1. Some Basic Concepts of Chemistry
  2. States of matter : Gases and liquids
  3. Structure of atom
  4. Periodic table
  5. Redox reactions
  6. Chemical equilibrium
  7. Surface chemistry
  8. Nature of chemical bond:
  9. Hydrogen:  s-Block elements
  10. Basic principles and techniques in organic chemistry:  .


  1. Diversity in Living World
  2. Structure and function of cell
  3. Plant Physiology
  4. Structural organization in plant
  5. Kingdom Animalia
  6. Organization of Cell
  7. Study of Animal Tissues
  8. Study of Animal Type
  9. Human Nutrition
  10. Human Respiration
  11. Human skeleton and Locomotion
  12. Genetic Basis of Inheritance
  13. Gene: its nature, expression and regulation
  14. Biotechnology: Process and Application
  15. Enhancement in Food Production
  16. Microbes in Human Welfare
  17. Photosynthesis
  18. Respiration
  19. Reproduction in Plants
  20. Organisms and Environment -I
  21. Origin and the Evolution of Life
  22. Chromosomal Basis of Inheritance
  23. Genetic Engineering and
  24. Human Health and Diseases
  25. Animal Husbandry- Management of Farms and Farm Animals, Dairy, Poultry, Animal Breeding, Bee-Keeping, Fisheries, Sericulture, Lac culture
  26. Circulation
  27. Excretion and osmoregulation
  28. Control and Coordination
  29. Human Reproduction


  1. Trigonometric functions
  2. Trigonometric functions of compound angles
  3. Factorization Formulae
  4. Locus
  5. Straight Line
  6. Circle and Conics :
  7. 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,
  8. Linear Inequations
  9. Determinants
  10. Matrices
  11. Sets, Relations and Functions
  12. Logarithms
  13. Complex Numbers
  14. 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
  15. Permutations & combinations
  16. Mathematical Induction and Binomial
  17. Theorem
  18. Limits
  19. Differentiation
  20. Integration
  21. Statistics
  22. 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.
  23. 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.
  24. Line
  25. Plane
  26. Linear programming problems- Introduction of L.P.P. definition of constraints, objective function, optimization, constraint equations, nonnegativity restrictions, feasible and infeasible region, feasible solutions
  27. Limits
  28. Differentiation
  29. Applications of derivative
  30. Integration
  31. Applications of definite integral
  32. Differential equation
  33. Statistics
  34. Probability distribution
  35. Bernoulli trials and Binomial distribution


  1. Kinetic Theory of Gases and radiation
  2. Atoms, Molecules, and Nuclei
  3. Oscillations
  4. Rotational Motion
  5. Electrostatics
  6. Electromagnetic Induction
  7. Magnetic Effects of Current
  8. Semiconductors
  9. Wave Motion