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- Plz solve correctlyFind the flux of the electric field through each of the five surfaces of the inclined plane as shown in Fig. What is the total flux through the entire closed surface? AY F E Fig. 0 B E C ←b→ XProblem 1 The figure below shows three concentric conducting thin spherical shells: • Sphere A of radius R₁ = 6 cm and a total charge QA = 2 nc. • Sphere-B of radius Rg = 21 cm and a total charge QB = -4 nC ⚫ Sphere-C of radius Rc 78 cm and a total charge Qc Qc is an unknown charge. Re RB RA B 1 What is the net electric flux o through the spherical surface of radius r = 13 cm from the center of the spheres? 2 spheres? E= 3. spheres? E= What is the magnitude of the electric field E at r = 59 cm from the center of the What is the magnitude of the electric field E at r=2 cm from the center of the 4. If the magnitude of the electric field is E 192 N/C at r = 93 cm from the center of the spheres, calculate Qc. Qe=
- need typed ans(100) A hollow sphere of radius .05 m contains a negative charge sitting right at its center. (The sphere itself is not charged.) The electric field everywhere on the surface of the sphere has the magnitude 3.0 x 10* N/C. Draw the sphere and show the electric field vectors on your drawing. What is the total electric flux through the surface of the sphere? How much charge does the sphere enclose? How much force would a +3µC charge feel if it where on the surface of the sphere?Find the flux of the electric field through each of the five surfaces of the inclined plane as shown in Fig. What is the total flux through the entire closed surface? AY F E a Fig. 0 B E ←64> ➤X
- Given a non-uniform SURFACE charge density o= ko r z cos q, ko constant, r, o,z are cylindrical coordinate variables 12. Find the total "Q" placed on a closed cylinder of radius "R" and length "L" centered on the origin with one base in the x-y plane, along the positive z-axis.(c) A uniform electric field is applied to allow this particle to pass through this region undeflected. Calculate the required vector electric field.A long cylindrical conductor of radius r:= 5.0cm has a uniform charge density of 0:= 4.0 on it surface. This cylinder is surrounded by a concentric conducting μα µC cylinder of radius rɔ:= 8.0cm and uniform charge density of 2:=-2.5. 2 m on its surface 5) Find the Efield at a distance 'r" in between the two conductors rį