HC Verma Solutions Vol 2 Chapter 8 Gauss’s Law

HC Verma Solutions Vol 2 Gauss’s Law Chapter 8 is authored by Harish Chandra Verma a retired professor from IIT Kanpur. Knowing the key concept and basic terminology is absolutely necessary before working on any problem. Therefore chapter 8 is briefly discussed here.

Gauss’s Law is the eighth Chapter in volume 2 by Harish Chandra Verma. Gauss’s law is also called as Gauss’s flux theorem. This law was first formulated by Joseph-Louis Lagrange in the year 1773 and later by Carl Friedrich Gauss in the year 1813. The formula is expressed as ϕ = Q / ϵ0 where Q = total charge within the given surface and ϵ0 = the electric constant. Using this law, Coulomb’s law can be derived. Having HC Verma Solutions handy will enhance your problem-solving approach to complex questions on Gauss’s law. Class 12 students widely use Volume as study material for various competitive exams like JEE.

This is a perfect book for students who are willing to prepare for Engineering and medical entrance exams. The Solutions discussed in Concepts of Physics Vol 2 will give you a clear idea on tackling difficult numerical problems in less time. Register with BYJU’S and get access to Concepts of Physics part 2 by Dr. HC Verma.

HC Verma Solutions Vol 2 Gauss’s Law Chapter 8


Practise This Question

Lavoisier was trying to find out if a particular solid solute X was soluble in water or not. He found that 0.01 grams of X was dissolving in 100 ml of water.
He then said: X is soluble in water.