A cube centered at the orgin with sides that are parallel to the x-y, y-z, x-z plane and have an edge length of L, immersed in an E of E(x)=E0(ax3i, 2j,5k). find total flux.

A sphere of radius 4m surrounds a point charge 5.4nC, located at its center. Calculate the electric flux through a circular cap of half-angle 0 =56°. Take ke=8.99x10°Nm²/C² State your answer in (Nm2/C) to the nearest of 0.01 (Nm²/C).

Find the electric flux through a single side of regular octahedron of the side a 4cm with the charge 180 nC placed at the geometric centre of it. Take k to be 8.99x10° N/C. Give your answer to the nearest tenth of Nm2/C. Your Answer:

The figure below represents the top view of a cubic gausslan surface in a uniform electric field E oriented parallel to the top and bottom faces of the cube. The field makes an angle 8 with side 1, and the area of each face is A. (Use any variable or symbol stated above along with the following as necessary: E for the magnitude of the electric field.) E (a) In symbolic form, find the electric flux through face 1. PE ← (b) In symbolic form, find the electric flux through in 2. (c) In symbolic form, find the electric flux through face 3. (d) In symbolic form, find the electric flux through face 4. (e) In symbolic form, find the electric flux through the top and bottom faces of the cube. (ⓇE) top a. battom (f) What is the net electric flux through the cube? (8) How much charge is enclosed within the gaussian surface?

What is the net electric flux through the cylinder (a) shown in (Figure 1)?   What is the net electric flux through the cylinder (b) shown in (Figure 2)?   Express your answer in terms of the variables E, R, and the constant π.

Gisha has been given a vector function which describes an electric field. Aid gisha in determining the electric flux trougheach of the three surfaces sections depicted below. E = 21+x²ĵ a x a N a a a y

Kenny is a student in engineering physics, he wants to study about the infinite long cable that has an insulating cylinder with radius a with uniform charge volume density 2p surrounded by a uniform conducting material with outer radius of 2a and zero total charge, as he drawn in Figure Q1.1. 2a Figure Q1.1 a) Using Gauss's law, find the electric field inside the insulating cylinder. Draw a Gaussian surface and indicate your choice of a coordinate system. b) Find the inner and outer charge surface density of the conducting cylinder, oin and Tout. c) Determine the work required to move a charge qo from r₁ = 4a to rf = 1.57a where r is the distance from the cylindrical axis.

You have been the following vector function which describes an electric field. Its your job to figure out the electric flux trough each of the three square sections depicted on the right. a E = 2î+x²ĵ a a a a