UGC NET 2023 Phase 2 Admit Card: The National Testing Agency (NTA) has released the UGC NET 2023 Phase 2 Admit Card for the December cycle. Admit cards for all the exam days have been made available on the official website at ugcnet.nta.ac.in. “Download Admit Card for Exams Scheduled on 6th,7th,8th,11th,12th,13th and 14th December for (UGC-NET DEC2023)”, reads the official website. Candidates must use their login credentials to check and download the admit card.


NTA will conduct the UGC NET December examination on December 6, 7, 8, 11, 12, 13, and 14, 2023. In the admit cards for the UGC NET December exam, candidates can find crucial details such as the exam date, paper timings, roll number, reporting time, examination center details, and other essential instructions. The detailed examination schedule and exam city slips have also been released.


For any queries or information regarding the UGC NET December exam, candidates can reach out to the National Testing Agency (NTA) via phone at 011-40759000 / 011-69227700 or through email at ugcnet@nta.ac.in.


Download UGC NET Admit Card (Direct Link)


UGC NET 2023 Admit Card: Steps To Download


To download the UGC NET 2023 admit card, follow these steps:


Step 1: Visit the official website at ugcnet.nta.ac.in


Step 2: Look for and click on the admit card link on the homepage.


Step 3: Enter your login credentials or required details as prompted.


Step 4: Access the download link for the admit card.


Step 5: Make sure to keep a printed copy of the admit card for future reference and exam day requirements.


Also Read: CLAT 2024 Final Answer Key Released On consortiumofnlus.ac.in, Check Direct Link Here


The UGC NET examination consists of two papers: Paper 1 and Paper 2. Paper 1 encompasses general questions related to teaching, research aptitude, reasoning ability, comprehension, divergent thinking, and general awareness. On the other hand, Paper 2 concentrates on the candidate's chosen subject, covering in-depth questions specifically related to that subject area.














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