MH CET 5-year LLB 2024 answer key out; raise objection by June 8
MH CET LLB 2024 Answer Key Objection: Candidates will have to pay Rs 1,000 per question challenged.
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Subscribe NowAlivia Mukherjee | June 6, 2024 | 10:31 AM IST
NEW DELHI: The State CET Cell, Maharashtra has published the Common Entrance Test (MH CET) LLB 5 year 2024 answer key today, June 6. Candidates who appeared for the entrance exam can download the MH CET 5-year LLB 2024 answer key by visiting the official website, cetcell.mahacet.org.
The MH CET 5-year LLB 2024 exam was conducted on May 18. The MH CET 2024 examination was conducted online for a duration of 120 minutes. It comprised a total of 150 questions, each carrying one mark, amounting to a total of 150 marks. The exam featured questions from various subjects including legal aptitude and legal reasoning, general knowledge and current affairs, logical and analytical reasoning, english, and mathematics. Candidates received one mark for every correct answer, and there was no penalty for incorrect responses.
MH CET 5-year LLB 2024 answer key objection window
Candidates who are not satisfied with the MH CET LLB answer key 2024 can raise objection against it. The MH CET 5-year LLB 2024 answer key objection window will be open till June 8. The MH CET 5-year LLB answer key objection fee is Rs 1,000 per question challenged. The MH CET 5-year LLB 2024 answer key objection fee can be paid through debit card, credit card, net banking or UPI.
MH CET 5-year LLB Answer Key 2024: Calculate marks
Candidates can follow these instructions to calculate the probable score with the help of MH CET 5-year LLB answer key 2024.
- Add 1 mark for each correct answer.
- Deduct no mark for incorrect answers
- No marks to be deducted for questions not attempted
- Add the total marks to get the probable score.
MH CET 5-year LLB 2024 result date
The MH CET 5 year LLB 2024 result will be declared on June 16. The official notice read, "CET CELL has conducted examinations on multiple shifts for LLB 5 Year CET’s. The difficulty level of these question papers administered in different shifts may not be exactly the same. In order to overcome such a situation, normalization method will be used for ensuring that candidates are neither benefitted nor disadvantaged due to the difficulty level of the examination."
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