Thermodynamic
The electric flux through a closed surface is zero if
A) No charge is enclosed
B) The net charge enclosed is zero
C) Both A and B
D) Neither A nor B
The electric field due to an infinite plane sheet of charge is
A) \( \sigma / 2 \epsilon_0 \)
B) \( \sigma / \epsilon_0 \)
C) \( 2 \sigma / \epsilon_0 \)
D) \( \sigma / 4 \epsilon_0 \)
The electric field due to an infinite line charge is
A) \( \lambda / 2 \pi \epsilon_0 r \)
B) \( \lambda / 4 \pi \epsilon_0 r \)
C) \( 2 \lambda / \pi \epsilon_0 r \)
D) \( \lambda \pi \epsilon_0 r \)
The electric field inside a conductor is
A) Zero
B) Constant
C) Proportional to distance
D) Inversely proportional to distance
The electric potential inside a conductor is
A) Zero
B) Constant
C) Proportional to distance
D) Inversely proportional to distance
The charge on a conductor resides
A) Inside the conductor
B) On the surface
C) Both inside and on the surface
D) Neither inside nor on the surface
The electric field at the surface of a conductor is
A) Zero
B) \( \sigma / \epsilon_0 \)
C) \( 2 \sigma / \epsilon_0 \)
D) \( \sigma / 4 \epsilon_0 \)
Register or Login for comments
Comments: