Electric Charge and Coulomb's Law - Video Notes Review

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This set covers core concepts from the notes: types of charge, quantization and conservation, conductors vs insulators, Coulomb's law, unit meanings, and the vector nature of forces. Includes both basic facts and typical relationships (e.g., distance dependencies, sign effects).

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25 Terms

1
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Electric charge comes in two varieties: and .

positive and negative

2
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An object with equal amounts of positive and negative charge behaves like an object with no __.

charge

3
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Charge can be transferred between objects and can move through but not .

conductors; insulators

4
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Charge is quantized and comes in integer multiples of the elementary charge __.

e

5
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Charge is __.

conserved

6
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A proton has a charge of + e.

+e

7
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An electron has a charge of _ e.

-e

8
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Like charges each other; unlike charges .

repel; attract

9
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According to Newton's Third Law, the forces on two interacting charges have the same magnitude but act in __ directions.

opposite

10
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Coulomb's law: F = __ q1 q2 / r^2.

k

11
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In Coulomb's law, r represents the __ between the charges.

distance

12
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The SI unit of force is the __.

Newton (N)

13
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The SI unit of electric charge is the __.

Coulomb (C)

14
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The approximate value of the Coulomb constant K in vacuum is __ N·m^2/C^2.

8.99 x 10^9

15
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The permittivity of free space is denoted by __.

ε0 (epsilon naught)

16
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The electric charge of the electron is __ C.

-1.60 x 10^-19

17
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One microcoulomb equals __ C.

1 x 10^-6

18
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Metals are __ conductors; insulators include rubber, wood, and plastic.

good

19
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Semi-conductors are an intermediate class; silicon is a good example and are not as conductive as but more conductive than .

metals; insulators

20
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In conductors, the outermost electrons are __ bound and free to travel.

loosely

21
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In insulators, electrons are __ bound to atoms and are not free to flow.

tightly

22
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Charge flows along a wire but not through the coating because the coating provides __.

insulation

23
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When more than one charge exerts a force on a given charge, the net force is the __ sum of the individual forces.

vector

24
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If charges are not in a straight line, the net force is found by __ the force vectors.

vector addition

25
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The net force on a charge due to multiple charges is computed by adding the force vectors __.

component-wise