Physics

Physics, 28.06.2019 23:10, katiedurden02

Acharge q = 2.00 μc is placed at the origin in a region where there is already a uniform electric field e(vector) = (100 n/c) iˆ . calculate the flux of the net electric field through a gaussian sphere of radius r = 10.0 cm centered at the origin. (ε 0 = 8.85 × 10^-12 c2/n · m^2).

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Physics, 28.06.2019 20:50, chichi989

To understand the definition of electric flux, and how to calculate it.flux is the amount of a vector field that "flows" through a surface. we now discuss the electric flux through a surface (a quantity needed in gauss's law): φe=∫e⃗ ⋅da⃗ , where φe is the flux through a surface with differential area element da⃗ , and e⃗ is the electric field in which the surface lies. there are several important points to consider in this expression: it is an integral over a surface, involving the electric field at the surface.da⃗ is a vector with magnitude equal to the area of an infinitesmal surface element and pointing in a direction normal (and usually outward) to the infinitesmal surface element.the scalar (dot) product e⃗ ⋅da⃗ implies that only the component of e⃗ normal to the surface contributes to the integral. that is, e⃗ ⋅da⃗ =∣∣e⃗ ∣∣∣∣da⃗ ∣∣cos(θ), where θ is the angle between e⃗ and da⃗ .

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Physics, 01.08.2019 03:10, sindy35111

Acharge q = 2.00 μc is placed at the origin in a region where there is already a uniform electric field = (100 n/c) î. calculate the flux of the net electric field through a gaussian sphere of radius r = 10.0 cm centered at the origin. (ε0 = 8.85 × 10-12 c2/n ∙ m2)

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Physics, 20.09.2019 16:30, Dajabrooks492

Acharge q = 2 μc is placed at the origin in a region where there is already a uniform electric field = (100 n/c) . calculate the flux of the net electric field through a gaussian sphere of radius r = 10 cm centered at the origin. a) 2.26 × 105 n · m2/c b) 5.52 × 105 n · m2/c c) 1.13 × 105 n · m2/c d) zero

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Physics, 22.11.2019 21:31, nyed5789

Acharge q = 2.00 μc is placed at the origin in a region where there is already a uniform electric field e⃗ = (100 n/c) iˆ . calculate the flux of the net electric field through a gaussian sphere of radius r = 10.0 cm centered at the origin. (ε 0 = 8.85 × 10-12 c2/n · m2)

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