CUET PG 2025: Last Date To Register Extended Till February 8

CUET PG 2025 : The National Testing Agency (NTA) has extended the registration deadline for the Common University Entrance Test or CUET PG 2025 till February 8. Earlier, the last date to apply was set as February 2. Candidates willing to apply and are eligible can do so by visiting the official website at exams.nta.ac.in. The application correction window will remain open from February 10 to 12.

“The candidates and concerned stakeholders are informed that registration of Common University Entrance Test [CUET(PG)] – 2025 has been extended on request received from candidates and other stakeholders,” reads the official notice.

NTA will conduct CUET (PG) – 2025 between March 13 and 31, 2025. While applying, candidates can select up to four question paper codes from a provided list and can choose up to four cities for the exam. The total number of exam cities within India has, however, been reduced to 285. On the other hand, the number of international test centres has been increased. New international centres have been added in locations such as Abu Dhabi (UAE), Oslo (Norway), and Frankfurt/Berlin (Germany).

CUET PG 2025: How To Apply?

Step 1: Visit the official website — exams.nta.ac.in/CUET-PG/

Step 2: On the homepage, click on the application portal

Step 3: Click on the “New Candidate Register Here” link

Step 4: Register yourself

Step 5: Fill out the application form and upload your photograph and signature

Step 6: Pay the application fee and submit the CUET PG 2025 application form

The CUET PG 2025 question paper will consist of 75 questions. While the number of questions remains the same as the previous year, the duration of the exam has been decreased from 1 hour 45 minutes to 90 minutes.

Each question carries four marks. Candidates will earn four marks for every correct response, while one mark will be deducted for each incorrect answer. Unanswered or unattempted questions will not receive any marks. To answer, candidates must select the most appropriate option from the available choices.

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