Reference no: EM13817466
Electricity and Magnetism Exercises
Complete the following exercises.
1. Why are good conductors of heat also good conductors of electricity?
2. What is the difference between a good conductor and a good insulator?
3. Which of the following are conductors? (Select all that apply)
A. Wood
B. Copper
C. Gold
D. Plastic
E. Distilled water
4. Which of the following are insulators? (Select all that apply)
A. Wood
B. Copper
C. Gold
D. Plastic
E. Distilled water
5. A nail contains trillions of electrons. Given that electrons repel from each other, why do they not then fly out of the nail?
6. How do the number of electrons flowing into a light bulb compare to the number of electrons flowing out of it?
7. A light bulb connected to a 9-V battery has a current of 1.5 A flowing.
a. Find the resistance of the light bulb (in ohms)
b. Find the power drawn by the light bulb (in W)
8. Consider three identical light bulbs connected as shown in the circuit below.
![](data:image/png;base64,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)
a. Which light bulb(s) will be brightest? Explain.
b. What will happen to B and C if light bulb A is removed? Explain.
c. What will happen to A and B if light bulb C is removed? Explain.
9. Rank the following from smallest current to largest current.
A. A 1200W microwave connected to 110V outlet.
B. A 1500W water heater connected to 220V outlet.
C. A 100W light bulb connected to 110V outlet.
D. A 2000W oven connected to a 220V outlet.
E. A 40W Light bulb connected to a 12V battery.
10. Your friend says an appliance uses energy. How would you correct his statement?
11. Describe the differences and similarities between an electromotor and a generator.
12. Your friend with great excitement tells you about his newest idea to solve the energy crisis: He wants to use an electromotor to drive a generator and then use part of the electric power generated to power the electromotor while using the rest to power his home. What would you tell him?
13. Why is a paper clip attracted to a magnet, while is pencil is not?
14. A loop of wire embedded in the road at an intersection can be used to trigger a traffic signal. This is an application of magnetic induction. Explain.
The remaining questions are multiple-choice questions:
15. Two like charges:
A. Attract each other
B. Repel each other
C. Must be neutrons
D. Neutralize each other
16. When a plastic rod is rubbed with fur, the rod will become negatively charged. Which of the following best explains how this happens?
A. Electrons are transferred from the plastic rod to the fur.
B. Electrons are transferred from the fur to the plastic rod.
C. Negative charges are created on the plastic rod.
D. Positive charges are removed from the plastic rod.
17. What is characteristic of a good insulator?
A. Electrons are usually not moving at all.
B. Electrons are free to move around.
C. Electrons are semi-free to move around.
D. Electrons are tightly bound to the nuclei.
18. In a solid conductor such as a metal, what is the cause of an electric current?
A. A flow of positive and negative charges.
B. A flow of positive charges only.
C. A flow of negative charges only.
D. A flow of protons.
E. A flow of neutrons.
19. How does the resistance of a 100W light bulb compare to the resistance of a 60W light bulb?
A. The 100W light bulb has a higher resistance than the 60W light bulb.
B. The 100W light bulb has a lower resistance than the 60W light bulb.
C. The 100W light bulb has the same resistance as the 60W light bulb.
D. Not enough information to tell.
20. Consider the five circuits in the diagram below.
![](data:image/png;base64,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)
In which of the circuits will the light bulb light up?
21. What causes an electric field?
A. A moving change only.
B. A stationary charge only.
C. Any charge, moving or stationary.
D. A stationary magnet.
22. What causes a magnetic field?
A. A moving change only.
B. A stationary charge only.
C. Any charge, moving or stationary.
23. What does a step-up transformer do?
A. It steps up the energy.
B. It steps up the power.
C. It steps up the voltage.
D. It steps up the current.
24. Which of the following is true for a generator?
A. It transforms thermal energy to electrical energy.
B. It transforms mechanical energy into electrical energy.
C. It transforms electrical energy into mechanical energy.
D. It transforms solar energy into electrical energy.
25. Which of the following is true for an electromotor?
A. It transforms thermal energy to electrical energy.
B. It transforms mechanical energy into electrical energy.
C. It transforms electrical energy into mechanical energy.
D. It transforms electrical energy into potential energy.