in a certain region of free space a non-uniform electric field which depends on x-coordinates is given by →E=E0x^i. What is the total amount of electric potential energy contained within the cube of sides of length L as shown below?
in a certain region of free space a non-uniform electric field which depends on x-coordinates is given by →E=E0x^i. What is the total amount of electric potential energy contained within the cube of sides of length L as shown below?
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Q2
Electric field in a space varies →E=(x^i+10^j) where x is in meter. Then the total charge contained within a prism as shown is
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Q3
A cube has sides of length L = 0.300 𝑚. It is placed with one corner at the origin as shown in the
figure. The electric field is not uniform, but it is given by →E=(−5.00NC−1)x^i+(3.00NC−1)z^k.
The total electric charge inside the cube is
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Q4
A cube has sides of length L = 0.2 m. It is placed with one corner at the origin as shown in figure.The electric field is uniform and given by →E=(2.5N/C)˙I−(4.2N/C)˙J. Find the electric flux through the entire cube.
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Q5
A closed surface in the shape of a cube is placed in a uniform electric field E along one of the sides of the cube as shown here. The length of the side is l. The total electric flux through two faces 1 and 2 is: