Lab 3 Flashcards
How much work is required to move a charge of 0.05 C through a potential difference of 6 V?
0.11 J
0.3 J
11 J
3 J
0.3 J
Electric field lines must be ____ to the surface of a conductor.
Perpendicular
Parallel
Random
Field lines are not present at the surface of a conductor
Perpendicular
The electric field at a point P that is r distance away from a very small ring of charge such that r is much greater than the diameter of the ring is
Directly proportional to the distance r
Directly proportional to the distance r^2
Inversely proportional to the distance
Inversely proportional to the distance r^2
Inversely proportional to the distance r^2
According to Coulomb’s law the magnitude of the force of attraction or repulsion between two electric charges, both at rest, varies
A) inversely as the product of the charges and directly as the square of the distance between the charges
B) inversely as the product of the charges and inversely as the square of the distance between the charges
C) directly as the product of the charges and directly as the square of the distance between the charges
D) directly as the product of the charges and inversely as the square of the distance between the charges
E) directly as the product of the charges and inversely as the square root of the distance between the charges
D) directly as the product of the charges and inversely as the square of the distance between the charges
Electric field lines must be _____ to any equipotential surface
Perpendicular
Parallel
Tangent
None of the above
Perpendicular
A 2 Coulomb charge experiences a force of 20 N. The electric field strength is
10 N/C
20 N/C
30 N/C
40 N/C
10 N/C
The nature of an electric field can be studied quantitatively by measuring the
magnitude and direction of the force exerted on a positive test charge
magnitude and direction of the force exerted on a magnetic compass
magnitude and direction of the force exerted on a test mass
magnitude and direction of the force exerted on a neutron
magnitude and direction of the force exerted on a north magnetic pole
magnitude and direction of the force exerted on a positive test charge
Two infinite parallel surfaces carry uniform charge densities of 0.20 nC/m^2 and -0.60 nC/m^2. What is the magnitude of the electric field at a point between the two surfaces?
34 N/C 23 N/C 45 N/C 17 N/C 90 N/C
45 N/C
A solid circular disk conductor with a cavity at the center carries a total charge of +7 Coulombs. Within the cavity, insulated from the conductor, is a point charge of -2 Coulombs. How much charge is on the inner surface of the conductor
-7 C
-2 C
-5 C
+2 C
+5 C
+2 C
When a charged particle is moved along an electric field line,
A) the electric field does no work on the charge.
B) the electrical potential energy of the charge does not change.
C) the electrical potential energy of the charge undergoes the maximum change in magnitude.
D) the voltage changes, but there is no charge in electrical potential energy.
E) the electrical potential energy undergoes the maximum change, but there is no change in voltage.
C) the electrical potential energy of the charge undergoes the maximum change in magnitude.
During the experimental procedure if a signal change appears it means there is
No difference in electric potential between the two scope probes
an intersection of electric lines of force
an intersection of equipotential lines
a measurable difference in electric potential between the two probes
a short circuit in your experimental circuit set-up
a measurable difference in electric potential between the two probes
Charge of uniform surface density 0.20 nC/m^2 is distributed over the entire xy plane. Determine the magnitude of the electric field at any point having z=2.0m?
17 N/C 11 N/C 23 N/C 28 N/C 40 N/C
11 N/C
A solid circular disk conductor with a cavity at the center carries of +7 Coulombs. Within the cavity, insulated form the conductor, is a point charge of -2 Coulombs. How much charge is on the outer surface of the conductor
-7 C
-2 C
-5 C
+2 C
+5 C
+5 C
Since work is done only when the net exerted force has some component along the direction of displacement, it necessarily follows that electric lines of force are
A) perpendicular to the equipotential surface everywhere
B) parallel to the equipotential surface everywhere
C) NOT the cause of potential differences
D) NOT the cause of energy stored or released when charged particles are moved from one equipotential surface to another
E) always considered as working forces
A) perpendicular to the equipotential surface everywhere
Electric field of a magnitude E is detected at R=10.00m from its source, which is a point charge Q=1.11x10^7 C. What is the magnitude of the electric field (Hint: use k=8.99x10^9 N*m^2/C^2)
9.98 N
9.978989 N/C
10.0 N/C
9.98 N/C
10 N/C
9.98 N/C
How much work is done in moving 5.0 C of electric charge from one terminal of a 9.0 V battery to the other?
1.8 J
0.56 J
45 J
60 J
25 kJ
45 J