What is the duration of MAH CET exam for MBA/MMS?

39 Views|Posted 2 years ago
Asked by Shiksha User
2 Answers
Vipra Shrivastava
11 months ago

The duration of MAH CET exam is 2.5 hours or 150 minutes. Candidates are expected complete the paper in the given time limit. There will be no sectional time limit so candidates can answers the questions as per their own strategy. No extra time will be given to any candidate for completing the test

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M
a year ago

The MAH CET exam lasts for two and a half hours, or 150 minutes. It is expected of candidates to finish the paper within the allotted time. As there won't be a time limit for each segment, applicants are free to respond to the questions however they see fit. Under no circumstances will a candidate b

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Similar Questions for you

MAH CET is the most popular entrance exam accepted in the top private MBA colleges in Navi Mumbai. Listed below are some of the top private colleges with their tuition fees -

Top CollegesTuition Fee
ITM Business School, Navi MumbaiINR 12.45 lakh
DY Patil University School of ManagementINR 19 lakh
NMIMS Deemed to be UniversityINR 21 lakh
Vijay Patil School of ManagementINR 19 lakh
Terna Global Business SchoolINR 5.9 lakh

Source: Official site and may vary.

If a question or answer is found to be incorrect in the MAH MBA CET 2026 answer key by the examination body, candidates will be given full marks for that question, irrespective of the answer option they shall have chosen.

No, the MAH CET final answer key is not open for challenge as it is prepared after much deliberation on the objections raised against the provisional MAH CET answer key.

MAH CET answer key objection fee is INR 1000 per questions. The fee is to be paid in online mode. The amount will be refunded to only those candidates, whose objections will be accepted as valid.

The MAH MBA CET answer key carries correct answers and candidate's response to all questions. Candidates can calculate probable score by adding one mark to every correct answer given by you and adding zero for every incorrect option selected by you. The sum total will be your probable score.

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