If you can write all of the
variables and numbers clearly, it would be much appreciated! Thank
you.
If you can write all of the variables and numbers clearly, it would be much appreciated!...
If someone can answer any/all
of these that would be much appreciated!
C. 7. Which of the following best describes the Junction Rule, one of Kirchoff's Rules? a. Current can only run out of a junction b. Current can only run into a junction Current can't flow through a junction d. The total amount of current flowing into a junction equals the total amount of current running out of a junction 8. A positively charged particle moves in the +...
A proton moving at v0 = 1.70 ✕
106 m/s enters the region between two parallel plates
with charge densities of magnitude σ = 2.60 ✕
10−9 C/m2 (see the figure below).
A uniform electric field is produced by two charged horizontal
plates, each of length d, where the positive plate is
above the negative plate. The leftmost side of each plate is at
horizontal position x = 0. The upper plate has charge
density +σ and the lower plate...
Consider two infinite parallel plates separated by 1 [mm]. One plate has a positive charge per unit area of σ = 2.5 [nanoCoulomb per square meter], and the other has a negative charge density of -σ. a. What is the direction and magnitude of the total electric field between the two plates? b. What is the voltage between the two plates?
If someone can answer any/all
of these that would be much appreciated!
C. 1. Can an electrically charged object produce an electric force on a neutral object? a. No, never. Coulomb's Law clearly says the force must be zero. b. Yes, but only if the neutral object is moving. C. Yes, if charge distribution in the neutral object is not uniform. This occurs often and naturally produces an attraction. d. Yes, if charge distribution in the neutral object is not...
The two plates are a distance D apart. The surface area of the
face of each plate is A, the total charge on each plate is
+Q and ?Q, and the resulting uniform charge
density is +?0 and ??0
respectively so that
?0=Q/A.
Use the principle of superposition to identify the correct
statement(s) about the electric field at points 1,2,3, and 4.
The field at points 1 and 4 will be zero because the fields from
positively and negatively plates...
3 SOLID SPHERE Consider a solid sphere of radius R with charge per unit volume that depends only on the distance from the origin, r, 3.1 15 POINTS Compute the electric field everywhere inside the sphere. direction of E as a function of position within the sphere. Be sure to state the magnitude and 3.2 10 POINTS Compute the electric field everywhere outside the sphere.
3 SOLID SPHERE Consider a solid sphere of radius R with charge per unit volume that depends only on the distance from the origin, r, 3.1 15 POINTS Compute the electric field everywhere inside the sphere. Be sure to state the magnitude and direction of E as a function of position within the sphere. 3.2 10 POINTS Compute the electric field everywhere outside the sphere.
A 6.60 −μC particle moves through a region of space where an electric field of magnitude 1300 N/C points in the positive x direction, and a magnetic field of magnitude 1.24 T points in the positive z direction. If the net force acting on the particle is 6.25×10−3 N in the positive xx direction, find the components of the particle's velocity. Assume the particle's velocity is in the x-y plane. vx, vy, vz =
A very large conducting plate lying in the xy plane carries a charge per unit area of 6σ. A second such plate located at z = 4.00 cm and oriented parallel to the xy plane carries a charge per unit area of −1σ. Find the electric field for the following. (Take upward to be in the positive z-direction.) (a) z < 0 -2.5 σ/ε0 (b) 0 < z < 4.00 cm 5??? Your response differs from the correct answer by...
Answer number 2 using the given hints. Thanks
1. For the given capacitor, there are conducting plates at z = 0 and 2 = 3d. Between the plates, there are 3 layers of insulators: 2 free space regions and one dielectric with permittivity e. The electric field in Region 1 is E = - a, (V/m), where Ps is the surface charge density on the top plate ( = 30). The surface area of each plate is A. (a) What...