In your childhood, have you played the plastic chair and towel game? If you haven’t played yet, then let's try this interesting game. For this game, you require 23 people, one plastic chair and a towel. First of all, one person should sit on the chair with both feet above the ground (no body part should in contact with the ground or any other thing except chair) and then one person take a towel and hits the back of the chair for 30 seconds. When someone will touch the person who is sitting on the chair, he or she will get a very mild electric shock. Now if you are wondering how can this happen, then the concepts of electrostatics will help you to understand this phenomenon. Electrostatics constitutes of two words “Electro” means electron or charge and “Static” means at rest. So in this plastic chair and towel game, due to the beating of the towel, the charges are generated and we get shocked due to these static charges. The similar phenomenon is when we comb our hair on a dry day and bring the comb close to tiny pieces of paper, we note that they are swiftly attracted by the comb.
Electric charge, Conductor and Insulators, Charging of a body, Coulomb's law, Electric Field, Electric Potential Energy, Electric Potential, Relation between Electric Field and Potential, Equipotential Surfaces, Electric dipole, Gauss’s law, Properties of a conductor, Electric Field and Potential due to Charged Spherical Shell or Solid Conducting Surface, Capacitance, Energy Stored in a charged Capacitor, Capacitors in series and parallel, Two laws in Capacitance, Energy Density, CR Circuits
In electrostatics, we are only concerned about the charge which is at rest, meaning the charge is not moving like the electric current. In this chapter, you will find a lot of similarities between electrostatics and gravitation. If you have weak concepts in gravitation then read that chapter first. Just like gravitation, we have charge (electrons) in place of mass and the relation of Electric force is also similar, here Electric Force exerted by one point charge on another act along the line between charges. It varies inversely as the square of the distance separating the charges and is proportional to the product of charges. The basic difference between gravitational force and electric force is that the former one only attracts while the latter one attracts only if the charges are of opposite nature (positive and negative) and a repulsive force acts if the charges have same nature. Electrons are known to have a negative charge while protons have a positive charge. When you will further proceed you will find other similar concepts to Gravitation like Electric Field, and Electric potential. And then you will get to know about Gauss’s Law which helps in easy calculation of Electric Field and it is a very important concept because calculating electric field by using integration can be a mess sometimes. Another important concept in this chapter is an electric dipole (forms when a pair of equal and opposite point charges are separated by a fixed distance) which occurs in nature in a variety of situations. The Hydrogen Fluoride molecule (HF) is a typical example of an electric dipole. Every electric dipole is characterized by its electric dipole moment which is a vector “p” directed from negative to the positive charge. In gravitation, we do not have dipoles can you suggest why?
Yes, you are right, the gravitational force is always attractive hence no dipole formation.
Further, in this chapter, you will learn about another important concept of capacitors. The capacitor is a device which can store electric charge and potential energy. Capacitors have various applications in reallife like the flashlights in cameras, in fan motors etc.
Electric Force, where q1 and q2 are point charges
Electric Field,
Electric Potential Energy,
Electric Potential,
Dipole moment, where 2a is the distance between the two charges
Capacitance,
Equivalent Capacitance
Parallel arrangement,
Series arrangement,
Before solving questions of electrostatics first you should be comfortable with the concepts which you have read in gravitation, because of the similarity it is very important for you to have good hold in gravitational concepts. In this chapter, most of the problems will ask you to calculate the electric field or electric potential, so practice more on these concepts. Also in some problems, you might find the use of mechanics concepts, so keep revising the mechanics part as well. This chapter is more of a concept based rather than memory based, so practice is the key here.
Don’t just memorize formulas of electric field and potential of different objects, first prove them by yourself with the help of derivations and then memorize.
Keep in mind the units and dimensional formula of various entities, because sometimes questions are directly asked to convert one entity to another. Example  If Electric Force is given then what is the electric field at a point P.
Use of vectors is very necessary, sometimes questions are directly asked about the direction of Electric Field or Force, etc.
Don’t get confused over parallel and series combination of capacitors, always remember the formula for calculating equivalent capacitance in both these arrangements.
Give regular online topicwise mock tests to build conceptual knowledge.
Before solving a question, first of all, look at what quantities are given and then think of a strategy to solve the question.
First of all, read the NCERT book, each and every concept is explained in a very simple language and examples given in the book are also good. After reading you could solve questions from NCERT Exemplar. And if you are preparing for competitive exams like JEE or NEET you could follow Understanding Physics by DC Pandey.
Chapters No. 
Chapters Name 
Chapter 1 

Chapter 2 

Chapter 3 

Chapter 4 

Chapter 5 

Chapter 6 

Chapter 7 

Chapter 8 

Chapter 9 

Chapter 10 

Chapter 12 

Chapter 13 

Chapter 14 

Chapter 15 

Chapter 16 

Chapter 17 

Chapter 18 

Chapter 19 

Chapter 20 

Chapter 21 
Two identical charged spheres suspended from a common point by two massless strings of length are initially a distance apart because of their mutual repulsion. The charge begins to leak from both the spheres at a constant rate. As a result the charges approach each other with a velocity . Then as a function of distance between them
The electrostatic potential inside a charged spherical ball is given by where is the distance from the centre; are constants. Then the charge density inside the ball is
Two identical charged spheres are suspended by strings of equal lengths. The strings make an angle of 30^{0} with each other. When suspended in a liquid of density 0.8 g cm^{3} , the angle remains the same. If density of the material of the sphere is 1.6 g cm^{3}, the dielectric constant of the liquid is
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