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Mizoram University Engineering Entrance Exam (MZUEEE)

  • Exam Mode : Offline
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  • Examination category : Engineering
  • |
  • Conducting Body : Mizoram University
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  • 2014 Views
Previous Exam Date

20-05-2020

Exam Date (Expected)

01-08-2021

Mizoram University Engineering Entrance Exam (MZUEEE) Syllabus

Mizoram University Engineering Entrance Examination (MZUEEE) Syllabus:

Syllabus for MZUEEE is tested based on Physics, Chemistry and Mathematics in Class 11th and Class 12th.

- Physics:

  • Physical World and Measurement

  • Kinematics

  • Laws of Motion

  • Work, Energy and Power

  • Motion of System of Particles and Rigid body

  • Gravitation

  • Properties of Bulk Matter

  • Heat and Thermodynamics

  • Behavior of Perfect Gas and Kinetic Theory

  • Oscillations and Waves

  • Current Electricity

  • Magnetic effects of current & Magnetism

  • Electromagnetic Induction and Alternating Currents

  • Electromagnetic Waves

  • Optics

  • Dual Nature of Matter and Radiation

  • Atoms and Nuclei

  • Electronic Devices

  • Communication Systems

- Chemistry:

  • Basic Concepts of Chemistry

  • Structure of Atom

  • Classification of Elements and Periodicity in Properties

  • Chemical Bonding and Molecular Structure

  • States of Matter: Gases and Liquids

  • Thermodynamics

  • Equilibrium

  • Redox Reactions

  • Hydrogen

  • s-Block Elements (Alkali and Alkaline earth metals)

  • p-Block Element

  • Organic Chemistry

  • Classification of Hydrocarbons

  • Environmental pollution

  • Solid State

  • Solutions

  • Electro-chemistry

  • Chemical Kinetics

  • Isolation of Elements

  • d-and f-Block Elements

  • Co-ordinate Chemistry

  • Organic Chemistry

  • Purification & Characterization of Organic Chemistry

  • Haloalkanes and Haloarenes

  • Alcohols, Phenols and Ethers

  • Aldehydes, Ketones and Carboxylic Acids

  • Organic compounds containing Nitrogen

  • Biomolecules

  • Polymers

  • Chemistry in Everyday life

- Maths:

  • Sets, Relation & Functions

  • Algebra

  • Matrices and Determinants

  • Mathematical Induction

  • Sequenced and Series

  • Permutation and Combination

  • Limits, Continuity and Differentiability

  • Application of Binomial Theorem

  • Integral Calculus

  • Differential Equation

  • Vector Algebra

  • Trigonometry

  • Three-dimensional Geometry

  • Co-ordinate Geometry

  • Probability

  • Complex Number

  • Quadratic Equation

  • Statistics

  • Mathematical Reasoning

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