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Unregistered 17th May 2016 10:50 AM

DRDO after MCA
 
Hello sir I am doing MCA and after that wants to join DRDO and I am here as I want to known am I eligible for this Exam??

Pathak 17th May 2016 10:51 AM

Re: DRDO after MCA
 
No as per my knowledge you are not eligible for joining DRDO after completing MCA as the eligibility criteria required for joining DRDO is:


Academic Qualification

Candidate should have to passed BE or B tech degree course in Electronics & Communication Engg / Mechanical Engg / Computer Science & Engg/ Chemical Engg/ Electrical Engg from a recognized University in respective/relevant discipline with Minimum of 60 % marks

Age limit:

Age Limit for DRDO SET Exam is 28 year

Age relaxation:

Maximum relaxation in upper age limit will be as under:-

i) Upto 05 years in case of SC/ST candidates

ii) Upto 03 years in case of OBC candidates

iii) Upto 05 years for Physically Handicapped Persons (10 years for SC/ST and 08 years for OBC candidates) in identified disciplines even if no posts are reserved for them in these areas.

iv) In case of Ex-serviceman, services rendered in the armed forces plus 3 years

Nationality
Only Indian nationals need apply.


Exam Pattern


DRDO SET exam consists of two stages –Written test followed by Interview.

Marks you score in DRDO SET Written test is not carried forward but is just used for screening candidates for Interview.

Final selection is based on the performance in the interview only.

DRDO SET Written test is 3-hour long with two sections:

Section A: Subject Knowledge (BE/ BTech (for Engg discipline) or MSc ( for Science Discipline))

Section B: Aptitude for Applied Research & Development.

DRDO SET test has total 150 Objective-type questions for 500 total marks.

Section A consists of 100 questions of 4 marks each total 400 Marks from the subject as per the syllabus of B.E/ B.Tech/ M.Sc and Section B consists of 50 questions of 2 marks each total 100 marks covering the topics related to Logical Reasoning, Spatial Reasoning, Concept Formation, Abstract Reasoning, and Numerical Reasoning.


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