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A plastic rod is charged to -12 nC by rubbing.

a. Have electrons been added to the rod or protons removed?

b. How many electrons have been added or protons removed?

Short Answer

Expert verified

a. The electrons have been added to the rod.

b.7.5ร—1010electronshave been added.

Step by step solution

01

Content Introduction

According to the principle of quantization Any body's charge is an integral multiple of the charge on the integral. Furthermore, when electrons are taken from a body, the body's negative charge is also lost. A body becomes positively charged as a result of this.

02

Explanation (Part a)

The plastic rod is neutral, meaning it doesn't have any free electrons to go around. Rubbing charges the plastic rod by -12nC, causing it to become negatively charged. The electrons are added to the plastic rod, and this is the only way to make the plastic rod negatively charged where protons could not be removed.

03

Explanation (Part b)

We are given,

Qis the charge and is equal to number of carriers Ntimes the charge of the carrier, which is -efor electrons and +efor protons.

where, e=1.6ร—10-19C, Q=-12nC

The equation so formed is

N=QeN=-12ร—10-9C-1.6ร—1019CN=7.5ร—1010C

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Most popular questions from this chapter

You sometimes create a spark when you touch a doorknob after shuffling your feet on a carpet. Why? The air always has a few free electrons that have been kicked out of atoms by cosmic rays. If an electric field is present, a free electron is accelerated until it collides with an air molecule. Most such collisions are elastic, so the electron collides, accelerates, collides, accelerates, and so on, gradually gaining speed. But if the electronโ€™s kinetic energy just before a collision is 2.0ร—10-18Jor more, it has sufficient energy to kick an electron out of the molecule it hits. Where there was one free electron, now there are two! Each of these can then accelerate, hit a molecule, and kick out another electron. Then there will be four free electrons. In other words, as FIGURE P22.61 shows, a sufficiently strong electric field causes a โ€œchain reactionโ€ of electron production. This is called a breakdown of the air. The current of moving electrons is what gives you the shock, and a spark is generated when the electrons recombine with the positive ions and give off excess energy as a burst of light.

  1. The average distance between ionizing collisions is 2.0ฮผm. (The electronโ€™s mean free path is less than this, but most collisions are elastic collisions in which the electron bounces with no loss of energy.) What acceleration must an electron have to gain of kinetic energy in this distance?
  2. What force must act on an electron to give it the acceleration found in part a?
  3. What strength electric field will exert this much force on an electron? This is the breakdown field strength. Note: The measured breakdown field strength is a little less than your calculated value because our model of the process is a bit too simple. Even so, your calculated value is close.
  4. Suppose a free electron in air is 1.0 cm away from a point charge. What minimum charge is needed to cause a breakdown and create a spark as the electron moves toward the point charge?

What are the strength and direction of the electric field 4.0 cm from a small plastic bead that has been charged to -8.0 nC?

What is the forceFโ†’on the1.0nCcharge at the bottom in FIGURE P22.45?Give your answer in component form.

A lightweight metal ball hangs by a thread. When a charged rod is held near, the ball moves toward the rod, touches the rod, then quickly โ€œflies awayโ€ from the rod. Explain this behavior.

In Section 22.3we claimed that a charged object exerts a net attractive force on an electric dipole. Letโ€™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. Weโ€™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-nโ‰ˆ1-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? Doesnโ€™t Coulombโ€™s law say that the electric force depends on the inverse square of the distance? Explain.

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