What are the deleted portion for physics class 12?

Deleted Syllabus of Class 12 CBSE 2021-22 Physics

Unit Name	Deleted Topics
Chapter 12 – Atoms	No topics deleted
Chapter – 13: Nuclei	– Radioactivity, alpha, beta and gamma particles/rays and their properties – Radioactive decay law, half-life and mean life – Binding energy per nucleon and its variation with mass number

Is CBSE 2021 a transistor?

Transistors and other stuffs from electronic device chap is not there in cbse now except Semiconductors …but will it come for neet 2020?? Hi Devika, As per upto if we see past notification neet syllabus is totally depends on the CBSE syllabus. Hence it should also not in the neet but we cant be sure.

How many chapters are there in 12th physics?

15 chapters
A. NCERT Physics textbook for Class 12, consists of a total of 15 chapters as per the latest syllabus prescribed by CBSE.

How many chapters are there in class 12th Chemistry?

16 chapters
How many chapters are there in class 12 Chemistry NCERT Book? A. NCERT Chemistry textbook for Class 12, consists of a total of 16 chapters as per the latest syllabus prescribed by CBSE.

What are the deleted topics of Class 12 CBSE?

Deleted CBSE Class 12 Syllabus (English Elective)

UNIT	TOPICS REMOVED
Literature- Poetry	1. Blood
Literature – Non Fiction	1. Science Fiction
2. Argumentative Indian
Literature – Drama	1. Broken Images

What topics are removed from biology 12?

Air pollution and its control; water pollution and its control; agrochemicals and their effects; solid waste management; radioactive waste management; greenhouse effect and climate change impact and mitigation; ozone layer depletion; deforestation; exemplifying case study as a success story addressing the environmental …

How many chapters are there in physics in class 12?

What is deleted in maths class 12?

CBSE Maths Deleted Syllabus for Class 12 Exercise wise Existence of non-zero matrices whose product is the zero matrix. Concept of elementary row and column operations. Proof of the uniqueness of inverse, if it exists. Rolle’s and Lagrange’s Mean Value Theorems (without proof) and their geometric interpretation.