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Hi Lucky, Please refer to this link and you can download the free pdf.
https://engineering.careers360.com/download/ebooks/jee-main-2026-memory-based-questions-and-analysis-of-21st-january-shift-1
Completing Mathematics through NIOS On-Demand examinations is a valid way to meet the Class 12 eligibility for the B.Sc. B.Ed. (ITEP) at IIT Bhubaneswar, as long as you maintain the required aggregate of 60% (55% for OBC).
Validity of NIOS On-Demand (ODE) for IITs
The National Institute of Open Schooling
A.N. College, Patna, accepts students from a PCB background for its BA Honours courses. To be eligible for this stream change, you must have completed your Class 12 from a recognised board with a minimum aggregate score of 50%.
With 570 as CUET score, it is very unlikely to get admission in top DU North Campus Colleges and BHU for top programmes like BCom (Hons), BA (Hons) Political Science, BA (Hons) Economics, etc. However, you can aim for programmes like BFA, BVoc, and applied programmes with 570 marks in
AMU offers admissions for various UG courses through CUET 2026 . However, the university does not accept CUET UG 2026 scores for BSc Zoology.
Andhra Pradesh State Council of Higher Education will conduct the AP PGCET exam once in a year to offer admissions for various PG programmes in colleges and universities across Andhra Pradesh.
The AP PGCET exam will be held in CBT mode for a duration of 90 minutes. The total marks
The AP PGCET exam does not offer degrees in Pharmacy. Could you please clarify which exam you are referring to so that I can help you accordingly?
Hi Mannat,
For CUET B.Ed (COQP03), here are some of the best books you can go with:
NTA has released the CUET UG 2026 application form on January 3 at cuet.nta.nic.in. Aspirants can fill and submit the CUET UG form 2026 till January 31. The candidates must provide their academic, personal, and contact information in the CUET UG 2026 application form. Prior to submission, it is important
Hii ayush uttam,
Please refer to this article
https://www.careers360.com/quantitative-aptitude/theorem-of-triangles-topic-pge
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