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Questions and Answers
The total charge inside a cylindrical Gaussian surface is determined by multiplying linear charge density and the __________ of the wire.
The total charge inside a cylindrical Gaussian surface is determined by multiplying linear charge density and the __________ of the wire.
length
In the Gauss’s Law general equation, permittivity of free space, or 𝜖0, is equivalent to 9.95 ✕ 10–12 __________.
In the Gauss’s Law general equation, permittivity of free space, or 𝜖0, is equivalent to 9.95 ✕ 10–12 __________.
F/m
The electric flux is expressed in __________ per square meter.
The electric flux is expressed in __________ per square meter.
newton
The electric flux in a Gaussian surface containing 1 electron and 1 proton is equivalent to __________.
The electric flux in a Gaussian surface containing 1 electron and 1 proton is equivalent to __________.
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The electric field is measured in terms of __________ per coulomb.
The electric field is measured in terms of __________ per coulomb.
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The formula to solve the magnitude of the electric charge when the charge density and area are given is __________.
The formula to solve the magnitude of the electric charge when the charge density and area are given is __________.
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What is the electric flux passing through a Gaussian surface that contains 2 protons and 1 electron? The answer is ________.
What is the electric flux passing through a Gaussian surface that contains 2 protons and 1 electron? The answer is ________.
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The area of a cylinder is mathematically expressed as ________.
The area of a cylinder is mathematically expressed as ________.
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A solid conducting sphere with an area of 16 m2 has a total charge of 4 μC. Determine the electric field through the Gaussian surface. The answer is ________.
A solid conducting sphere with an area of 16 m2 has a total charge of 4 μC. Determine the electric field through the Gaussian surface. The answer is ________.
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Solve for the distant planet, Uhkbarhr, has a net electric flux of –4.65 ✕ 1018 Nm2/C. What will be the total electric charge on the planet? The answer is ________.
Solve for the distant planet, Uhkbarhr, has a net electric flux of –4.65 ✕ 1018 Nm2/C. What will be the total electric charge on the planet? The answer is ________.
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