I passed my board exams in 2025. Can I give my improvement exam next year (2026) as a private candidate, without giving it this year?
-
1 Answer
-
Yes you can give your improvement exam in 2026 as a private candidate without appearing for it in 2025. According to the CBSE rules a candidate who has passed an examination can reappear for improvement of performance in one or more subjects in the succeeding year only. This means you have the option to take the improvement exam in 2026 if you passed your board exams in 2025.
To register as a private candidate you'll need to fill out the application form usually available from September to October and submit it along with the required fee. The examination will typically be held in March or April with results declared in May or June
Similar Questions for you
Class 11 syllabus is vast. It is lots of theoretical concepts. Also, there are many formulas to remember. One who have good grip over concept and formulas can easily qualify the examination. Some of the important chapters in class 11 Physics are Laws of motions, gravitation, oscillations, thermodynamics, etc. These topics are also important to prepare for competitive examination.
Yes, NCERT Class 11 Physics solutions pdf is available for free. Download and start the preparation for the exam.
Ofcourse, you should join Chandigarh University. The university is really growing fast and it has always
been the first choice of students. Students dream to join here, not just because of the curriculum, but
because the university gives more than that. It gives top- class education, many specialization, and also a
lot of practical learning. The programs are designed as per the latest market demand and industry
trends. Along with this, the university keeps arranging workshops, seminars, and guest lectures. These
sessions help students connect with industry experts, learn from their experience, and prepare for
future jobs.
You can use the position vector to find the real displacement of a point from a reference point.
Two vectors which are parallel to each other, irrespective of direction, are called parallel vectors.
Types are given below
- Collinear vectors
- Parallel vectors
- Antiparallel vectors
Taking an Exam? Selecting a College?
Get authentic answers from experts, students and alumni that you won't find anywhere else
Sign Up on ShikshaOn Shiksha, get access to
- 65k Colleges
- 1.2k Exams
- 688k Reviews
- 1800k Answers