The electric field in a region of space is E- - E0xi-The flux of electric field through a sphere of radius r- centred at origin is

The electric field in a region of space #160; E=E_0×î The flux of electric field through a sphere of radius =r Centred at originElectric field at a d ...

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Standard XII

Physics

Idea of Symmetry

The electric ...

Question

The electric field in a region of space is $\to E = E_{0} x \to i$ .
The flux of electric field through a sphere of radius $r$ , centred at origin is

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Solution

The electric field in a region of space
$\to E = E_{0} \times^i$
The flux of electric field through a sphere of radius $= r$
Centred at origin
Electric field at a distance a from the centre in $K r^{2}$ Use Gauss's law to find the charge enclosed
Flux of electric field $ϕ = \oint \to E d s = \frac{q_{0}}{E_{0}} K r^{2} \times 4 π r^{2} = \frac{q}{E_{0}} ϕ = E_{0} x^i \times 4 π r^{2}$

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The electric field in a region of space is →E=E0x→i.The flux of electric field through a sphere of radius r, centred at origin is

The electric field in a region of space →E=E0×^iThe flux of electric field through a sphere of radius =rCentred at originElectric field at a distance a from the centre in Kr2 Use Gauss's law to find the charge enclosedFlux of electric field ϕ=∮→Eds=q0E0Kr2×4πr2=qE0ϕ=E0x^i×4πr2

The electric field in a region of space is $\to E = E_{0} x \to i$ .
The flux of electric field through a sphere of radius $r$ , centred at origin is