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14 Electrical Current Bank - AI Draft

Total questions: 95

Worksheet time: 48mins

Name
Class
Date
1.

What carries the charge in a charged object?

a)

Electrons

b)

Protons

c)

Neutrons

d)

Photons

2.

What is used as a conductor in most examples in this chapter?

a)

Metal wire

b)

Plastic rod

c)

Glass tube

d)

Rubber strip

3.

Which law is used to solve simple circuit problems?

a)

Ohm's Law

b)

Newton's Law

c)

Boyle's Law

d)

Kepler's Law

4.

What is the effect of a burn-out in a circuit?

a)

Open circuit

b)

Closed circuit

c)

Short circuit

d)

Parallel circuit

5.

What is the unit of current related to?

a)

Charge and time

b)

Voltage and resistance

c)

Power and energy

d)

Mass and velocity

6.

What happens to electrons when a negatively charged object touches the wire?

a)

They move from the object to the ground.

b)

They stay in the object.

c)

They move from the ground to the object.

d)

They disappear.

7.

Why is the earth considered the "best ground available"?

a)

It is the largest object around.

b)

It is the smallest object around.

c)

It has no charge.

d)

It is made of metal.

8.

Which way do electrons move in a wire?

a)

From positive to negative.

b)

From negative to positive.

c)

In a circular motion.

d)

They do not move.

9.

Which way does conventional current flow in a conductor?

a)

From negative to positive.

b)

From positive to negative.

c)

In a circular motion.

d)

It does not flow.

10.

How many amperes of current are caused by 2 C of charge flowing in 0.1 second?

a)

20 A

b)

10 A

c)

5 A

d)

2 A

11.

How many amperes result from 60 microcoulombs (μC) flowing in 2 seconds? (1 μC = 10^-6 C)

a)

3 x 10^-5 A

b)

3 x 10^-4 A

c)

3 x 10^-6 A

d)

3 x 10^-3 A

12.

From which terminal are electrons taken by the chemical action of the battery?

a)

Positive

b)

Negative

c)

Neutral

d)

Ground

13.

From which terminal do electrons leave to flow through the wire?

a)

Positive

b)

Negative

c)

Neutral

d)

Ground

14.

In what direction does the conventional current flow through the wire?

a)

Positive to negative

b)

Negative to positive

c)

Neutral to ground

d)

Ground to neutral

15.

If 1 coulomb of charge flows across a 3-V battery, how does the energy given up compare to that given up by 1 C moving across a 1.5-V battery?

a)

twice as much

b)

half as much

c)

the same

d)

three times as much

16.

Does an electron have more energy at the positive or negative terminal?

a)

positive

b)

negative

c)

both the same

d)

neither

17.

Does positive charge have more energy at the positive or negative terminal?

a)

positive

b)

negative

c)

both the same

d)

neither

18.

Three coulombs of charge flow across a 1.5-V battery. How much energy is lost by the electric charge?

a)

4.5 J

b)

3 J

c)

6 J

d)

1.5 J

19.

How much charge must flow between the terminals of a 3-V battery to release 12 J of energy?

a)

4 C

b)

3 C

c)

6 C

d)

2 C

20.

What is the effect of a resistor of greater resistance on current flow?

a)

Increase it

b)

Cut it down (reduce it)

c)

Keep it the same

d)

Double it

21.

According to Ohm's Law, how is current (I) calculated?

a)

I = R / ΔV

b)

I = ΔV / R

c)

I = R * ΔV

d)

I = ΔV + R

22.

What does the Greek letter omega (Ω) symbolize in the context of Ohm's Law?

a)

Voltage

b)

Current

c)

Resistance

d)

Power

23.

What is the unit "ohm" expressed in terms of?

a)

Volts/ampere

b)

Amperes/volt

c)

Watts/volt

d)

Joules/ampere

24.

If you use a 3-V battery to light a lamp with a resistance of 30 ohms, what is the resulting current?

a)

0.1 A

b)

0.3 A

c)

1.0 A

d)

3.0 A

25.

What is the voltage of a common flashlight battery?

a)

1.5 V

b)

3.0 V

c)

9.0 V

d)

12.0 V

26.

How are batteries connected when they are said to be "in series"?

a)

Positive to negative

b)

Positive to positive

c)

Negative to negative

d)

Parallel to each other

27.

What is the total voltage (potential difference) across two batteries in series?

a)

3V

b)

1.5V

c)

6V

d)

0V

28.

In general, how would you find the overall potential difference of batteries connected in series?

a)

Add the individual voltages

b)

Multiply the individual voltages

c)

Subtract the individual voltages

d)

Divide the individual voltages

29.

How does the effective voltage of two batteries connected in series compare to that of the same two batteries connected in parallel?

a)

Double

b)

Half

c)

Same

d)

Zero

30.

If the batteries of the figure are each 1.5V, what is the potential difference between points A and B?

a)

1.5V

b)

3V

c)

0V

d)

4.5V

31.

What is the total resistance of the circuit of the figure in this frame?

a)

12Ω

b)

c)

d)

32.

Use Ohm’s law to find how much current will flow.

a)

0.25 A

b)

0.5 A

c)

1 A

d)

2 A

33.

What is the voltage across the 4-ohm resistor?

a)

1 V

b)

1.5 V

c)

3 V

d)

0.5 V

34.

What is the voltage across the 6-ohm resistor?

a)

1 V

b)

1.5 V

c)

3 V

d)

0.5 V

35.

What is the sum of the voltages across all three resistors?

a)

1 V

b)

1.5 V

c)

3 V

d)

0.5 V

36.

How does this compare to the voltage across the battery?

a)

Less

b)

More

c)

The same

d)

Double

37.

In a series circuit, what is the total voltage across the battery equal to?

a)

The sum of the voltage drops across the individual resistors

b)

The voltage of the largest resistor

c)

The voltage of the smallest resistor

d)

The average voltage of all resistors

38.

What happens to the charge as it moves through a 6-ohm resistor in the series circuit?

a)

Gains 1.5V

b)

Loses 1.5V

c)

Gains 1V

d)

Loses 0.5V

39.

In a parallel circuit, how is the effective resistance $ R $ calculated?

a)

$ R = R_1 + R_2 + R_3 + \ldots $

b)

$ R = \frac{1}{R_1} + \frac{1}{R_2} + \frac{1}{R_3} + \ldots $

c)

$ \frac{1}{R} = R_1 + R_2 + R_3 + \ldots $

d)

$ \frac{1}{R} = \frac{1}{R_1} + \frac{1}{R_2} + \frac{1}{R_3} + \ldots $

40.

What is the resistance of each resistor in the parallel circuit described?

a)

2 ohms

b)

4 ohms

c)

6 ohms

d)

8 ohms

41.

Diagram showing voltage gains and drops in a series circuit and resistors in parallel

a)

Voltage gains and drops are equal in a series circuit.

b)

Resistors in parallel have the same voltage across them.

c)

Voltage gains are higher than drops in a series circuit.

d)

Resistors in parallel have different currents through them.

42.

What is the effective resistance of three 6-ohm resistors in parallel?

a)

2 ohms

b)

3 ohms

c)

6 ohms

d)

9 ohms

43.

If you have two resistors in parallel, one is 2 ohms and the other is 3 ohms, will the effective resistance be less than or greater than 2 ohms?

a)

Less than

b)

Greater than

c)

Equal to

d)

Cannot be determined

44.

What is the value of the effective resistance for two resistors in parallel, one 2 ohms and the other 3 ohms?

a)

5/6 ohms

b)

6/5 ohms

c)

1 ohm

d)

2.5 ohms

45.

In a parallel circuit with a battery of 3 V and an effective resistance of 2 ohms, what is the current through the battery?

a)

0.5 A

b)

1.5 A

c)

2 A

d)

3 A

46.

In a parallel circuit, how does the voltage drop across each resistor compare to the voltage of the battery?

a)

It is half the voltage of the battery

b)

It is equal to the voltage of the battery

c)

It is double the voltage of the battery

d)

It is zero

47.

Are the resistors in series or in parallel?

a)

Series

b)

Parallel

c)

Neither

d)

Both

48.

Are the batteries in series or in parallel?

a)

Series

b)

Parallel

c)

Neither

d)

Both

49.

How much is the potential difference across the battery combination?

a)

3V

b)

6V

c)

9V

d)

12V

50.

How much is the resistance of the circuit?

a)

1 ohm

b)

2 ohms

c)

3 ohms

d)

4 ohms

51.

How much current flows from the batteries?

a)

1A

b)

2A

c)

3A

d)

4A

52.

How much current flows through the 12-ohm resistor?

a)

0.5A

b)

1A

c)

1.5A

d)

2A

53.

How much current flows through the 4-ohm resistor?

a)

0.5A

b)

1A

c)

1.5A

d)

2A

54.

Is your answer to the current from the batteries equal to the total of your answers to the current through the 12-ohm and 4-ohm resistors? Why?

a)

No, because the current is divided unequally.

b)

Yes, because the current divides to go through the two resistors and the sum of the parts equals the whole.

c)

No, because the resistors are in series.

d)

Yes, because the resistors are in parallel.

55.

What happens to the other two lamps in a series circuit when one light bulb burns out?

a)

They go out.

b)

They stay lit.

c)

They flicker.

d)

They get brighter.

56.

Does it make any difference which light bulb burns out in a series circuit?

a)

Yes, only the first bulb matters.

b)

No, they all go off no matter which burns out.

c)

Yes, only the last bulb matters.

d)

Yes, only the middle bulb matters.

57.

If all your Christmas tree lights go out when a single bulb is removed, how are they wired?

a)

In parallel

b)

In series

c)

In a loop

d)

In a grid

58.

In a parallel circuit, if two bulbs burned out, what would happen to the third bulb?

a)

It would go out.

b)

It would continue to burn.

c)

It would flicker.

d)

It would explode.

59.

Are the circuits in your home wired in series or in parallel?

a)

Series

b)

Parallel

c)

Both

d)

Neither

60.

What is the frequency of the alternating current (AC) used in the United States?

a)

50 cycles per second

b)

60 cycles per second

c)

70 cycles per second

d)

80 cycles per second

61.

What type of current is used in a portable calculator?

a)

Direct

b)

Alternating

c)

Top: AC, Bottom: DC

d)

None of the above

62.

What type of current is used to run an electric toaster?

a)

Direct

b)

Alternating

c)

Top: AC, Bottom: DC

d)

None of the above

63.

Two graphs are shown in the figure, each plotting current as time passes. Label each of the graphs as representing AC or DC.

a)

Top: AC, Bottom: DC

b)

Top: DC, Bottom: AC

c)

Both AC

d)

Both DC

64.

How many kilowatt-hours are used in burning a 100-W bulb for 8 hours?

a)

0.8 kWh

b)

1.2 kWh

c)

0.5 kWh

d)

1.0 kWh

65.

Since the unit of kilowatt-hours appears on an electric bill, are you paying for power or energy?

a)

Power

b)

Energy

c)

Voltage

d)

Current

66.

Suppose you pay 15 cents per kilowatt-hour. How much does it cost to watch a 300-watt TV for 6 hours?

a)

27 cents

b)

15 cents

c)

45 cents

d)

30 cents

67.

To calculate the resistance of a light bulb that, when used in a 115-volt circuit, uses 100 watts of power, which formula will you use?

a)

P = ΔV² / R

b)

P = I²·R

c)

P = ΔV / I

d)

P = I·R

68.

What is the numerical answer to the resistance problem?

a)

132 ohms

b)

115 ohms

c)

100 ohms

d)

87 ohms

69.

How much current flows through the lamp?

a)

0.87 A

b)

1.15 A

c)

0.75 A

d)

1.00 A

70.

How many watt-hours are in a kilowatt-hour?

a)

1,000 watt-hours

b)

100 watt-hours

c)

10,000 watt-hours

d)

500 watt-hours

71.

How many seconds are in an hour?

a)

3,600 seconds

b)

1,800 seconds

c)

2,400 seconds

d)

4,200 seconds

72.

If a watt is a joule/second, what is a joule in terms of watts and seconds?

a)

1 watt-second

b)

10 watt-seconds

c)

100 watt-seconds

d)

0.1 watt-second

73.

One kilowatt-hour is how many joules?

a)

3,600,000 J

b)

360,000 J

c)

36,000 J

d)

3,600 J

74.

One-half ampere flows from one terminal of a 3-volt battery to the other terminal for 5 seconds. How much energy is released?

a)

7.5 joules

b)

15 joules

c)

1.5 joules

d)

30 joules

75.

What does the voltage of a battery tell us about the electric charge on the terminals of the battery?

a)

The potential difference

b)

The current flow

c)

The resistance

d)

The power output

76.

Suppose a 9-volt battery is connected across a 100-ohm resistor. How much current will flow through the resistor?

a)

0.09 amperes

b)

0.9 amperes

c)

0.009 amperes

d)

9 amperes

77.

If a greater potential difference is applied across a resistor, (more/the same/less) current will flow.

a)

More

b)

The same

c)

Less

d)

No current

78.

Are the batteries in a conventional flashlight connected in series or in parallel?

a)

Series

b)

Parallel

c)

Both

d)

Neither

79.

A "power beam" flashlight contains five regular D-cell batteries (1.5V each) in series. What is the voltage across these five batteries?

a)

7.5 volts

b)

5 volts

c)

10 volts

d)

6 volts

80.

Fill in the blank with the correct option:

a)

Option A

b)

Option B

c)

Option C

d)

Option D

81.

How much does it cost to operate a 1200-watt hair dryer for a half hour if electrical energy costs 10 cents per kilowatt-hour?

a)

6 cents

b)

10 cents

c)

12 cents

d)

15 cents

82.

If two amperes of current flow through a 12-volt battery for one hour, how many coulombs of charge flow through the headlight?

a)

3600 coulombs

b)

7200 coulombs

c)

2400 coulombs

d)

4800 coulombs

83.

How much power is being used if one-half ampere flows through a 40-ohm resistor?

a)

5 watts

b)

10 watts

c)

20 watts

d)

15 watts

84.

What is the energy in joules when a charge of 2.5 C is moved across a potential difference of 3 V?

a)

7.5 J

b)

5 J

c)

10 J

d)

2.5 J

85.

What does voltage represent in terms of charge?

a)

Energy per charge

b)

Charge per energy

c)

Current per charge

d)

Resistance per charge

86.

According to Ohm's law, what happens to the current if the resistance increases?

a)

Current decreases

b)

Current increases

c)

Current remains the same

d)

Current becomes zero

87.

What is the effective resistance of two resistors in series, one with 8 ohms and the other with 12 ohms?

a)

20 ohms

b)

4.8 ohms

c)

10 ohms

d)

18 ohms

88.

How much does it cost to use 1.2 kW of power for 0.5 hours if the rate is 10 cents per kWh?

a)

6 cents

b)

12 cents

c)

10 cents

d)

5 cents

89.

What is the charge in coulombs if the current is 2 A and the time is 1 hour?

a)

7200 C

b)

3600 C

c)

1800 C

d)

5400 C

90.

How much energy in joules is stored if the charge is 7200 C and the potential difference is 12 V?

a)

86,400 J

b)

72,000 J

c)

60,000 J

d)

90,000 J

91.

What is the power in watts if the potential difference is 24 V and the current is 1 A?

a)

24 W

b)

12 W

c)

48 W

d)

36 W

92.

Calculate the power in watts if the current is 0.5 A and the resistance is 40 ohms.

a)

10 W

b)

20 W

c)

15 W

d)

5 W

93.

What is the potential difference in volts if the current is 0.5 A and the resistance is 40 ohms?

a)

20 V

b)

10 V

c)

15 V

d)

25 V

94.

What is the current in amperes if the potential difference is 3 V and the resistance is 18 ohms?

a)

0.167 A

b)

0.200 A

c)

0.150 A

d)

0.250 A

95.

Calculate the potential difference in volts if the current is 0.167 A and the resistance is 6 ohms.

a)

1 V

b)

2 V

c)

0.5 V

d)

1.5 V