A point charge 'q' is kept at the centre of the circle formed by cutting a spherical shell by a plane as shown. If the electric flux linked with the remaining surface of the shell is φ, then

Question

A point charge 'q' is kept at the centre of the circle formed by cutting a spherical shell by a plane as shown. If the electric flux linked with the remaining surface of the shell is φ, then Question

(A) φ < (q/2 ϵ 0) (B) φ=(q/2 ϵ 0) (C) φ>(q/2 ϵ 0) (D) φ=(q/ϵ 0)

Tardigrade Admin · Accepted Answer

Total flux is equally shared by two parts

Q. A point charge $^{'} q^{'}$ is kept at the centre of the circle formed by cutting a spherical shell by a plane as shown. If the electric flux linked with the remaining surface of the shell is $ϕ,$ then

$ϕ < \frac{q}{2 ϵ _{0}}$

$ϕ = \frac{q}{2 ϵ _{0}}$

$ϕ > \frac{q}{2 ϵ _{0}}$

$ϕ = \frac{q}{ϵ _{0}}$

Total flux is equally shared by two parts

Q. A point charge ′q′ is kept at the centre of the circle formed by cutting a spherical shell by a plane as shown. If the electric flux linked with the remaining surface of the shell is ϕ, then

ϕ<2ϵ0​q​

ϕ=2ϵ0​q​

ϕ>2ϵ0​q​

ϕ=ϵ0​q​

Total flux is equally shared by two parts

Q. A point charge $^{'} q^{'}$ is kept at the centre of the circle formed by cutting a spherical shell by a plane as shown. If the electric flux linked with the remaining surface of the shell is $ϕ,$ then

$ϕ < \frac{q}{2 ϵ _{0}}$

$ϕ = \frac{q}{2 ϵ _{0}}$

$ϕ > \frac{q}{2 ϵ _{0}}$

$ϕ = \frac{q}{ϵ _{0}}$