CUET PG 2025: NTA To conduct examination In march, check Steps To check in at exams.nta.ac.in
The countrywide testing corporation (NTA) will behavior the commonplace university front check or CUET PG exam among march thirteen to march 31, 2025. The registration window is currently open and will finish on february 1, 2025. candidates can follow for the CUET PG 2025 examination through touring the authentic internet site at checks.nta.ac.in.
at the same time as making use of, candidates can pick up to four query paper codes from a furnished listing.
"NTA will behavior CUET (PG) - 2025 between 13 march and 31 march 2025 for admissions to PG packages throughout significant & participating Universities," the NTA has posted on microblogging web site X.
For this yr, candidates can pick as much as 4 cities for the examination, that is an increase from the previous limit of . the whole range of examination towns inside india has, but, been reduced to 285. then again, the number of worldwide test centres has been increased. New global centres have been delivered in locations which includes Abu Dhabi (UAE), Oslo (Norway), and Frankfurt/Berlin (Germany).
CUET PG 2025: the way to observe?
Step 1: go to the reputable internet site - checks.nta.ac.in/CUET-PG/
Step 2: on the homepage, click at the application portal
Step 3: click on on the "New Candidate register right here" link
Step four: sign in your self
Step five: Fill out the application shape and upload your picture and signature
Step 6: Pay the application fee and submit the CUET PG 2025 application form
The CUET PG 2025 query paper will include seventy five questions. whilst the number of questions remains similar to the previous 12 months, the period of the exam has been reduced from 1 hour 45 minutes to ninety mins.
every question contains 4 marks. applicants will earn 4 marks for every accurate response, even as 1 mark could be deducted for each wrong solution. Unanswered or unattempted questions will no longer acquire any marks. to reply, candidates ought to select the maximum appropriate option from the available choices.