11
The formula corresponds to A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles. D.The electric potential energy between two charged particles. E.The electric force between two charged particles. The strength ofan el ectric... The electricf l ux acrossa ... The electricpotential be.. . The electricpotential en... The electric force be tw e.. 0% 0% 0% 0% 0%

A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

Embed Size (px)

Citation preview

Page 1: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The formula corresponds to

A. The strength of an electric field between two charged particles.

B. The electric flux across a surface

C. The electric potential between two charged particles.

D. The electric potential energy between two charged particles.

E. The electric force between two charged particles.

The stre

ngth of a

n electric.

..

The electric

flux acro

ss a ...

The electric

potential be...

The electric

potential en...

The electric

force

betwe..

0% 0%0%0%0%

Page 2: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The abbreviation for the SI unit of electric potential is:

Rank Responses123456

1 2 3 4 5 6

0% 0% 0%0%0%0%

Page 3: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The abbreviation for the SI unit of capacitance is:

Rank Responses123456

1 2 3 4 5 6

0% 0% 0%0%0%0%

Page 4: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The capacitance of a parallel-plate capacitor in vacuum depends on the potential difference between the plates.

A. TrueB. False

0%0%

Page 5: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

Two capacitors are in ______ on the left, and in _______ on the right

A. series, parallelB. parallel, seriesC. series, seriesD. parallel, parallel 0% 0%0%0%

Page 6: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

Given two identical parallel-plate capacitors, how should they be connected to increase the capacitance of the system consisting of both capacitors?A. SeriesB. ParallelC. Either one

0%0%0%

Page 7: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

In a series connection, the magnitude of the charge on all of the plates is the same. This is due to….

A. Gauss’s LawB. Conservation of

chargeC. Principle of

superpositionD. Coulomb’s Law

0% 0%0%0%

Page 8: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

When capacitors are connected in series, the charges are the same on the capacitors and the potential differences add. In parallel, the potential differences are the same and the charges add.

A. TrueB. False

0%0%

Page 9: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The potential difference across ab is 50.0 V. Compute the equivalent capacitance of the system (in µF).

Rank Responses123456

1 2 3 4 5 6

0% 0% 0%0%0%0%

Page 10: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The potential difference across ab is 50.0 V and the equivalent capacitance of the system is 3.47 µF. How much charge is stored by these capacitors (in µC)?

Rank Responses123456

1 2 3 4 5 6

0% 0% 0%0%0%0%

Page 11: A.The strength of an electric field between two charged particles. B.The electric flux across a surface C.The electric potential between two charged particles

The potential difference across ab is 50.0 V and the equivalent capacitance of the system is 3.47 µF. How much charge is stored by the 10 µF capacitor (in µC)?

Rank Responses123456

1 2 3 4 5 6

0% 0% 0%0%0%0%