National Institute of Technology Master of Computer Applications Common Entrance Test
Dear,
Firstly, preparation of NIMCET is to get familiar with the exam pattern. Then get the required books. Start with learning the basic concepts of each subject asked in the exam. NIMCET syllabus includes up to Class XII level Mathematics, Logical Reasoning, Computer, and English.Practice while checking the time and
Hello,
The eligibility criteria is to have a minimum of 60% marks or 6.5 CGPA in graduation.Candidates in the last year of their Bachelor program can also apply.You can visit the link below for more details :
https://it.careers360.com/articles/nimcet-eligibility-criteria
koi bhi institute bina aicte approval ke technical course nhi chala sakta.
Chandani, at this point in time all these schedules are possible dates given the fact that lockdown has been extended until May 3rd. Now based on the Country's control of the pandemic the exams will be most probably rescheduled. NIMCET was scheduled for May 31st but again all dates are
hi,
see final year bca candidates or who have passed bca course are eligible to apply, however passing year should not be later than september 2020. candidates must have mathematics and statistics as a subject in graduation level are eligible to apply. the marks criteria of graduation course is as
Hello Aspirant,
It would be difficult to provide you the sample papers of 2019. If you wish to get the previous year papers then you can go through with the given below link.
https://it.careers360.com/download/nimcet-ebooks-and-sample-papers?sort=recommended
Good Luck!
Hi,
The eligibility to apply for nimcet 2020 exam is -
Indian Nationals securing at least 60% marks in aggregate or 6.5 CGPA on a 10-point scale (55% marks or 6.0 CGPA on a 10-point scale in case of SC/ ST/PwD) in
(i) B.Sc. / B.Sc. (Hons) / BCA /
see if you want to pursue mca from nits and want to apply for nimcet, you need to qualify the eligibility criteria, which is candidates need to pass B.Sc. / B.Sc. (Hons) / BCA / BIT of minimum three years full-time course from a recognized University with Mathematics or
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