CUET PG answer key 2025, response sheet for over 4 lakh candidates soon; score calculator

NEW DELHI: The National Testing Agency (NTA) is expected to issue the Common University Entrance Test postgraduate (CUET PG 2025) response sheet of over 4 lakh candidates who appeared in the exam soon. Candidates will be able to view and download the CUET PG answer key along with the response sheet through the official website, exams.nta.ac.in/CUET-PG/.

The CUET PG exam 2025 was held as a computer-based test (CBT) from March 13 to April 1 for 157 subjects. The exam was administered in 312 cities, including 27 cities outside India.

The NTA will issue the CUET PG provisional answer key 2025 and open the challenge window for students to raise objections. If a student is not satisfied with the provided answers, they will be able to challenge the CUET answer key by paying a non-refundable fee of Rs 200 per question and uploading documents to support their claim.

“Challenges without justification/evidence and those filed on any other medium other than the prescribed link will not be considered,” the NTA clarified.

Candidates are required to submit their objections against the CUET answer key before the deadline. The CUET provisional answer key challenge date has not been announced yet.

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CUET PG grace marks

Subject experts will review the objections and prepare the final answer key. The CUET PG results will be declared based on the final answer key and there will be provision to challenge the final answer key.

In case there are multiple correct answers or options in the answer key, only those candidates who attempted it currently will be awarded marks. However, if a question is dropped due to technical error, full marks will be given to all candidates, irrespective of whether they attempted the question or not.

How to calculate CUET PG marks?

Candidates can check the marking scheme for CUET PG in the table given below. After downloading the CUET PG response sheet and answer key, candidates are required to match the answers to calculate the probable score.