Goa GCET 2018 Important Dates Notification Eligibility Criteria – Apply Online @ dtegoa.gov.in
Directorate of Technical Education, Goa released exam date for Goa CET 2018. Candidates who are looking for the admissions into various programs in Goa colleges can check the exam dates, pattern from the article. Goa Common Entrance Test will be conducted by the Directorate of Technical Education, Goa. The examination is conducted on 8th and 9th May 2018. This is a state level entrance examination which is conducted every year. This examination is conducted for candidates to get admission into private and government medical and engineering colleges located in Goa state.
Goa GCET 2018 Exam Dates:
The Government of Goa in 1986 created Directorate of Technical Education to Facilitate new Technical Education institutions and courses in the State of Goa. Every year it conducts Common entrance examination for admissions into various programs. This year it has released notification for Goa CET 2018 and the candidates who are interested can check the exam dates here.
Name of the Organization: Goa Common Entrance Test
Name of the Exam: CET
Category: Exam dates
Exams Schedule:
Physics examination will be held on 8th May 2018, Tuesday, Chemistry examination on 8th May 2018, and Mathematics examination on 9th May 2018 from 10 am to 12 noon.
Exam Pattern:
There are three papers in the Goa common entrance test there are 3 papers and each paper shall consist of 75 questions of one mark each. The time duration for this examination is given as 2 hours and if candidates give wrong answers there is a no negative marking.
Subjects:
In Physics: Electrostatics, Current Electricity, Optics, Electromagnetic waves, electronic devices, communication systems, atoms and Nuclei etc.
In Chemistry: Solid state, Electrochemistry, chemical kinetics, Coordinator compounds, Aldehydes, Ketones and Carboxylic Acids, Bio-Molecules etc.
In Biology: Reproduction, Genetics and Evolution, Biology and Human welfare, Biotechnology
In Mathematics: Algebra, Calculus, Linear Programming, Probability
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