COMEDK UGET Sample Papers 2018

COMEDK UGET Sample Papers 2018
COMEDK UGET Sample Papers 2018: 
The authorities of Consortium of Medical Engineering and Dental Colleges of Karnataka will be releasing COMEDK UGET 2018 sample papers for all aspiring candidates. Using the sample papers of COMEDK UGET 2018, the candidates can prepare for the entrance examination which will be held on May 13, 2018. Through the COMEDK UGET sample papers 2018, the candidates will be able to get an idea regarding the examination pattern, types of questions asked, division of sections and much more. This will help the candidates prepare well for the COMEDK UGET examination. The sample papers of COMEDK UGET 2018 will be available in both online and offline mode for all candidates. A choice of either downloading the PDF or solving online tests will be provided to the candidates. Along with the COMEDK UGET 2018 sample papers, the candidates are also advised to check the official syllabus to help in the preparation process. Read the full article to know more information about COMEDK UGET Sample Papers 2018.    

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COMEDK UGET 2018 Sample Papers

 

Based on the marks scored by the candidates in COMEDK UGET 2018, the official merit list will be prepared. Depending upon the rank of candidates, they will be able to secure admission to different B.Tech programmes in different colleges and institutions. After declaration of COMEDK UGET 2018 results, centralized counselling will take place. At the counselling of COMEDK UGET 2018, candidates will get to know in which course and in which college or institution will they be able to get admission. To prepare well for the entrance examination, the candidates need to solve sample papers of COMEDK UGET 2018.

  • Candidates need to acquaint themselves with COMEDK UGET Sample Papers 2018 as it will help them perform better in the actual examination.

  • Candidates need to download the Sample Papers of COMEDK UGET 2018 for maximum practice.

Mode of COMEDK UGET 2018 Sample Papers

 

Online Mode

 

Aspiring candidates of COMEDK UGET 2018 can solve the sample papers of the exam online. They need to finish solving the sample papers within the stipulated time and the marks will be calculated automatically.

 

Offline Mode

 

Candidates can download the COMEDK UGET 2018 sample papers in PDF format and solve them by using a pencil or pen. There is no time limit and the marks are to be calculated by the candidates themselves.

 

Advantages of COMEDK UGET Sample Papers 2018

  • COMEDK UGET 2018 sample papers are prepared by experienced professors and teachers who have experience in this field

  • Sample papers for COMEDK UGET 2018 are based on previous years question papers

  • Candidates have the option of taking up the sample papers online as well as offline mode.

  • By solving COMEDK UGET sample papers 2018, the candidates will be able to boost their preparation since they will have a good knowledge regarding the examination pattern and questions.

 

COMEDK UGET 2018 Syllabus

 

The syllabus of COMEDK UGET 2018 consists of all the subjects and topics which have to be studied for the entrance examination. All of the topics and chapters are the ones studied by the candidates in their 12th standard/ 10+2/ 2nd PUC level. The subjects of Physics, Chemistry and Mathematics has to be studied by the candidates. The important topics to be studied for each subjects are listed in the table below.

 

Syllabus of COMEDK UGET 2018

S.No

Subjects

Topics

1

Physics

  • Heat and Thermodynamics

  • Motion in Two and Three Dimensions

  • Motion in One Dimension

  • Electrostatics

  • Oscillations

  • Thermal and Chemical Effects of Currents

2

Chemistry

  • Chemical Reactions and Chemical Kinetics

  • Coordination Chemistry

  • Chemistry in Action

  • Environmental Chemistry

  • Polymers

  • Biomolecules

  • Nuclear Chemistry

3

Mathematics
  • Circles

  • Differential Equations

  • Three-Dimensional Geometry

  • Vector Algebra

  • Integral Calculus

  • Probability

  • Matrices and Determinants

  • Differential Calculus

 

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