A "long" hollowed out cylinder of inner radius R and outer radius 2R carries a uniform charge density po. A "long" rod of uniform linear charge density do is coaxial with the cylinder as indicated in the diagram. What is the electric field in the hollowed out region (1.e. r
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- An infinite planar sheet of charge has a charge density, σ. This sheet lies in the XX plant at a height z=0 and has a circular hole of radius a cut out of it. The center of this hole is located at the origin (x=y=0). a. Calculate the magnitude and direction of the electric field at a distance z above the center of the hole. (Hint: use the law of superposition)An infinitely long nonconducting cylinder of radius R carries a uniform volume charge density of p(r) = P,: Which of the following is the correct electric field magnitude at the region where r < R? Po" а. Por b. 2 PoR C. PR d. 2e 0. a.A nonconducting spherical shell has an inner radius A, an outer radius B, and a nonuniform charge density given by p(r) sindr where B and a are constants. r3 The inner spherical shell is surrounded with a concentric nonconducting spherical shell that has an inner radius B, outer radius C, and a uniform charge density such that the electric field for r> C is zero. What is the total charge contained in the inner spherical shell? b. What is the charge density in the outer spherical shell? c. What is the magnitude of the electric field for AA straight wire PQ 2 m long is charged with a charge of -15 nC. A point M is in the middle of PQ at a distance of 50 cm from the wire (see figure). A ring with a charge of +20 nC and a radius of 30 cm , has its center at O. This ring, placed in such a way that MO = 1.2 m. The ring plane is perpendicular to MO.a. Find the total electric field at M!b. If at point M is placed a charge q = -5 nC, determine the magnitude and direction of the force acting on this charge q!Asap plzzzTqshow detailsProblem 10 A sphere has a constant interior charge density p. What is the electric field for all values of r? Inside and outside? Plot the strength of the electric field as a function of r.Conducting Sphere 6 v.A If a total charge of +9.6 C accumulates on the inner surface of the hollow sphere (i.e. the cavity wall), what must be the charge Q of the enclosed point charge? Enter the numerical value in SI units. Type your answer... 7 metal What is the direction of the electric field at point P? A point charge Q is located in an enclosed cavity within a hollow conducting metal sphere. The region in the cavity between the point charge and the sphere is empty space. Point P is completely within the metal. O The electric field at point P is zero. O The direction depends on the value of the charge on the outer surface of the sphere.please answer all parts and explanation.Q2. a. Find the expression for the electric field at P due to a point charge Q at (x1,y₁, Z₁) as shown in Fig. Q2a. P(x, y, z) R е (x2) Fig.Q2a b. Repeat 'a' with the charge placed at the origin and show that symmetry is apparent by expressing the electric field in spherical coordinates.Pictured below is a spherical conducting ball of radius a surrounded by a spherical non-conducting "thick" shell of inner radius b and outer radius c. The conducting ball has a total charge of Q1 and the non-conducting shell has a total charge of Q2 uniformly distributed throughout its volume (i.e., the volume charge density p for the shell is constant) a. Determine the volume charge density p of the non-conducting shell. b. Determine the electric field at a point a distance r from the center of the conducting ball. Consider separately each case: p < a, a C. c. If Q2 = - 2Q1, for which values of r is the electric field zero? Can you show all work part a b and cSEE MORE QUESTIONS