A charge distribution is given by pv=6x2y2 nC/m3. Determine the total charge enclosed by a cube of side 2 m centered at the origin and whose edges are parallel to the axis.
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A charge distribution is given by pv=6x2y2 nC/m3. Determine the total charge enclosed by a cube...
1) A point charge of 9.40 nC is located at the origin and a second charge of -4.20 nC is located on the x axis at x=3.75cm. a) Calculate the electric flux through a sphere centered at the origin with radius 1.20 m . b) Repeat the calculation for a sphere of radius 2.70 m . 2) In a cubical volume, 0.70 m on a side, the electric field is where E0=0.125N/C and a=0.70m. The cube has its sides parallel...
A charge q= -90 nC sits at the center of a cube of side length L = 1.15369248 m. Find a) the total flux of the electric field through the cubical surface. b) the flux through each of its faces, and c_ the flux through the surface of a cube that is twice as large, but is not centered on the charge, q.
i) If the total charge enclosed inside a Gaussian surface is zero, then E everywhere on the Gaussian surface must be zero. Circle one: True, False. Explain very briefly if you wish: ii) A spherical region (radius R, centered on the origin) has electric field E(r)=0 throughout. The voltage V(r) must also vanish throughout that region. Circle one: True, False. Explain very briefly if you wish: iii) A spherical region (radius R, centered on the origin) has voltage V(r) =...
2. A rod of uniform charge distribution, total charge Q 25 nC, is given along the x-axis between point x = 0 m and x = 5 m. What is the electric potential at point A? -2 m 0 m 5 m 7m
A total charge 7.4 x 10-6C is distributed uniformly throughout a cubical volume whose edges are 9.0 cm long. (a) What is the charge density in the cube (in C/m3)? C/m3 (b) What is the electric flux (in N·m²/C) through a cube with 15.0 cm edges that is concentric with the charge distribution? N·m2/C (c) Do the same calculation for cubes whose edges are 13.0 cm long and 2.0 cm long. 13.0 cm edge cube Q = No m²/c 2.0...
Flux through a cube: The electric field, E, in a cube of side a 0.70 m is given by where Eo is a scalar with valueE-0.125 N/C. The sides of the cube lie along the z, y, and z axes as shown in the figure below. Determine the net charge Qend in nanocoulombs (nC), enclosed by cube. DC
This is urgent...can you please help me? 3) The cube of insulating material shown in the figure has one corner at the origin. Each side of the cube has length 0.080 m so the top face of the cube is parallel to the x--plane and is at y = 0.080 m. It is observed that there is an electric field ] - (3280 N/C .m)ythat is in the ty direction and whose magnitude depends only on y. Use Gauss's law...
6 A charge of uniform volume density (40 nC/m^3) fills a cube with 8.0cm edges. What is the total electric flux (in N middot m^2/C) through the surface of this cube? a. 2.9 b. 2.0 c. 2.6 d. 2.3 e. 1.8
A point charge q1 = -5.00 nC is located at the origin, and the second point charge q2 = -3.00 nC is on the x-axis at x = 1.00 m. What is the total electric flux due to those two point charges through a spherical surface centered at the origin and with radius.a) 0.500 m? b) 2.00 m?
A point charge of 8.90 nC is located at the origin and a second charge of -4.10 nC is located on the x axis at x=3.00cm. A. Calculate the electric flux through a sphere centered at the origin with radius 1.50 m . B. Repeat the calculation for a sphere of radius 2.70 m .