Course Duration
4 YearsTuition Fees
32.1 K1 Year Fees
35.31 KTotal Fees
1.41 Lakhsyear | Tuition Fees | Other Fees | Total Fees |
---|---|---|---|
year 1 | ₹ 32100 | ₹ 3210 | ₹ 35.31 K |
year 2 | ₹ 32100 | ₹ 3210 | ₹ 35.31 K |
year 3 | ₹ 32100 | ₹ 3210 | ₹ 35.31 K |
year 4 | ₹ 32100 | ₹ 3210 | ₹ 35.31 K |
Eligibility criteria for Maharashtra State Candidate and Outside Maharashtra State Candidate:
Eligibility Criteria for All India Candidates:
Note:- Maharashtra Candidates eligible as per rule Maharashtra State Candidate and Outside Maharashtra State shall submit single Application and Option form for the CAP for both Maharashtra State Seats and All India Seats. Such candidates will be given best single allotment through CAP as per inter?se?merit.
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Eligibility Criteria for Foreign National/PIO/Children of Indian workers in the Gulf countries/ Children of NRI :-
Candidate should have passed the HSC (Std.XII) examination of Maharashtra State Board of Secondary and Higher Secondary Education or its equivalent examination with subjects English, Physics, Mathematics and Chemistry/Biotechnology/Biology/ Technical Vocational subject. AND
Secured minimum 50% marks in the subjects Physics, Mathematics and Chemistry/Biotechnology/Biology/ Technical Vocational subject added together.
Note : The eligibility of the candidates passing the HSC (Std. XII) or equivalent examination from a school/college/Examination Board situated outside India shall be further decided by the University Authorities to which the candidate is admitted. Hence such candidates are advised to get their eligibility verified by the respective University Authorities before seeking admission to the Engineering courses in the State of Maharashtra. The candidate belonging to this type is not required to appear for the JEE Main.
Enytrance Test :- JEE
Candidate should have obtained a positive Composite score i.e., marks obtained after adding 50% of JEE (Main) (Paper 1) marks and 50% of normalized Standard XII (Board or Equivalent Examination) marks in Physics, Chemistry and Mathematics.
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