Maharashtra Health Sciences and Technical Common Entrance Test PYQ 2027
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Maharashtra Health Sciences and Technical Common Entrance Test PYQ
Practice the MHTCET Previous Year Questions from key topics to ace the MHTCET Exam. By understanding the trends of Physics, Chemistry, Biology and Mathematics, the students will have an idea about the frequently asked topics and hence focus on the preparation of those topics for MHTCET. This guide covers MHTCET PYQs for all major sections offering valuable insights to boost MHTCET exam readiness.
Also Check MHTCET 2025 Question Paper
MHTCET Physics PYQs
| Work, Energy And Power | Capacitors And Capacitance |
| Wave Optics | Atomic Spectra |
| Newtons Laws Of Motion | Moment Of Inertia |
| Current Electricity | Magnetic Field |
| Waves And Oscillations | Mechanical Properties Of Solids |
| Waves | Thermal Properties Of Matter |
| Ray Optics And Optical Instruments | Reflection Of Light By Spherical Mirrors |
| Gravitation | Doppler Effect |
| Conductance | Transistors |
| Moving Charges And Magnetism | Work Done In Thermodynamics |
| Laws Of Motion | Motion In A Plane |
| Rotational Motion | Magnetic Force |
| Semiconductor Electronics: Materials, Devices And Simple Circuits | Heat Transfer |
| Radiation | Atoms |
| Alternating Current | Communication Systems |
| Simple Harmonic Motion | Atom Structure Models |
| Resistance | Thermodynamics Terms |
| Electromagnetic Induction | Centripetal Acceleration |
| Electrical Instruments | Electric Current |
| Electrostatic Potential | Units And Measurement |
| Motion In A Straight Line | Newtons Law Of Gravitation |
| Uniform Circular Motion | Optical Instruments |
| Electromagnetic Waves | Power |
| Mechanical Properties Of Fluid | Work |
| Lcr Circuit | Inclined Planes |
| Surface Tension | Quantum Mechanical Model Of Atom |
| Conservation Of Energy | Electric Field |
| Electric Charges And Fields | Potential Energy |
| Projectile Motion | Photoelectric Effect |
| Electric Charge | Torque |
| Sound Wave | Stress Strain Curve |
| Work-Energy Theorem | Energy In Simple Harmonic Motion |
| Magnetism And Matter | Kirchhoff'S Laws |
| Kinetic Theory | Pressure |
| System Of Particles & Rotational Motion | Kinetic Energy |
| Physical World | Elastic Moduli |
MHTCET Chemistry PYQs
| Coordination Compounds | Surface Chemistry |
| Solutions | Environmental Chemistry |
| Haloalkanes And Haloarenes | Oxidation Number |
| Structure Of Atom | Gas Laws |
| Nernst Equation | D -And F -Block Elements |
| Chemical Bonding And Molecular Structure | Hydrocarbons |
| Aldehydes, Ketones And Carboxylic Acids | Amines |
| Chemical Kinetics | Intermolecular Forces |
| Acids And Bases | Unit Cells |
| Organic Chemistry - Some Basic Principles And Techniques | Aromatic Substitution Reactions |
| Redox Reactions | States Of Matter |
| Chemical Reactions | Classification Of Elements And Periodicity In Properties |
| Mole Concept And Molar Masses | Types Of Polymerisation Reactions |
| Stoichiometry And Stoichiometric Calculations | Alcohols |
| Bohr’S Model For Hydrogen Atom | Ionic Equilibrium In Solution |
| Electrochemistry | Laws Of Chemical Combinations |
| Thermodynamics | Phenols |
| Some Basic Concepts Of Chemistry | Chemistry In Everyday Life |
| Polymers | Dual Nature Of Radiation And Matter |
| Electronic Configurations Of Elements And The Periodic Table | Classification Of Organic Compounds |
| Equilibrium | Solubility Equilibria Of Sparingly Soluble Salts |
| Alcohols, Phenols And Ethers | Nomenclature Of Organic Compounds |
| P -Block Elements | Ideal Gas Equation |
| Alkenes | Enthalpy Change |
| Classical Idea Of Redox Reactions – Oxidation And Reduction Reactions | Atomic Structure |
| Hydrogen Bonding | The Lanthanoids |
| Colligative Properties | Order Of Reaction |
| The Solid State | Types Of Solutions |
| Biomolecules | Isomerism |
| Introduction To Organic Chemistry | Colloids |
MHTCET Biology PYQs
| Applications Of Biotechnology | Male Reproductive System |
| Human Reproduction | The Root |
| Principles Of Inheritance And Variation | Plant Growth Regulators |
| Sexual Reproduction In Flowering Plants | Mendelian Disorders |
| Body Fluids And Circulation | Cellular Respiration |
| Photosynthesis In Higher Plants | Human Excretory System |
| Biotechnology | Ecological Succession |
| Excretory Products And Their Elimination | Human Endocrine System |
| Human Health And Disease | Structural Organisation Of Animals And Plants |
| Respiration In Plants | Proteins |
| The Molecular Basis Of Inheritance | Recombinant Technology |
| Strategies For Enhancement In Food Production | Hormones |
| Neural Control And Coordination | The Female Reproductive System |
| Evolution | Structure Of Dna And Rna |
| Non-Mendelian Genetics | Double Fertilisation |
| Cell: The Unit Of Life | Glycolysis |
| Plant Growth And Development | Aerobic Respiration |
| Transport In Plants | Dna Replication |
| The Dna | Dihybrid Cross |
| Fertilisation And Implantation | Population Ecology |
| Enzymes | Human Genome |
| Cell Cycle And Cell Division | The Male Reproductive System |
| Common Diseases In Human Beings | Structure Of Proteins |
| Biological Classification | Population Interactions |
| Reproduction In Organisms | Human Nervous System |
| Gametogenesis | Microbes In Human Welfare |
| Plant Kingdom | Dna Fingerprinting |
| Circulatory Pathways | Blood |
MHTCET Mathematics PYQs
| Integral | Differentiability |
| Geometric Progression | Circle |
| Probability | Transpose Of A Matrix |
| Differential Equations | Linear Inequalities |
| Straight Lines | Fundamental Theorem Of Calculus |
| Relations And Functions | Algebra Of Complex Numbers |
| Trigonometric Identities | Limits |
| Sequence And Series | Distance Between Two Points |
| Trigonometric Functions | Integration By Parts |
| Quadratic Equations | Integral Calculus |
| Exponential And Logarithmic Functions | Application Of Derivatives |
| Vector Algebra | Derivatives |
| Binomial Theorem | Matrices |
| Maxima And Minima | Mathematical Reasoning |
| Three Dimensional Geometry | Introduction To Three Dimensional Geometry |
| Complex Numbers | Slope Of A Line |
| Vectors | Ellipse |
| Continuity And Differentiability | Sets |
| Functions | Methods Of Integration |
| Integrals Of Some Particular Functions | Trigonometric Equations |
| Permutations And Combinations | Integration By Partial Fractions |
| Trigonometry | Linear Programming Problem |
| Determinants | Permutations |
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