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Can a conductor be charged? If so, how would you charge a conductor? If not, why not?

Short Answer

Expert verified

We can charge the conductor through the process called conduction and induction.

Step by step solution

01

Given information

Some substances, such as metals and salty water, allow charges to move through them with relative ease. Some of the electrons in metals and similar conductors are not bound to individual atoms or sites in the material. These free electrons can move through the material much as air moves through loose sand. Any substance that has free electrons and allows charge to move relatively freely through it is called a conductor.

02

Explanation

There are two ways of charging a conductor. The process of charging the uncharged object by bringing it in contact with another charged object is called charging by conduction. The process of charging, the uncharged object by bring another charged object near to it, but not touching it, is called charging by inductor.

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Most popular questions from this chapter

In Problems 69 through 72 you are given the equation(s) used to solve a problem. For each of these,

  1. Write a realistic problem for which this is the correct equation(s).
  2. Finish the solution of the problem.

(9.0×109Nm2/C2)q2(0.0150m)2=0.020N

A plastic rod that has been charged to -15 nC touches a metal sphere. Afterward, the rod’s charge is -10 nC.

a. What kind of charged particle was transferred between the rod and the sphere, and in which direction? That is, did it move from the rod to the sphere or from the sphere to the rod?

b. How many charged particles were transferred?

The net force on the1.0nCcharge in FIGUREP22.48is zero What isq?

In Section 22.3we claimed that a charged object exerts a net attractive force on an electric dipole. Let’s investigate this. FIGURE CP22.77 shows a permanent electric dipole consisting of charges +q and -q separated by the fixed distance s. Charge +Q is the distance r from the center of the dipole. We’ll assume, as is usually the case in practice, that s V r.

a. Write an expression for the net force exerted on the dipole by charge +Q.

b. Is this force toward +Q or away from +Q? Explain.

c. Use the binomial approximation 11+x2-n≈1-nx if x V 1 to show that your expression from part a can be written Fnet = 2KqQs/r3 .

d. How can an electric force have an inverse-cube dependence? Doesn’t Coulomb’s law say that the electric force depends on the inverse square of the distance? Explain.

What is the force F→on the 1.0nCcharge in Figure ? Give your answer as a magnitude and a direction.

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