A sphere of radius r has electric charge uniformly distributed in its entire volume. At a distance d from the centre inside the sphere (d

Question

A sphere of radius r has electric charge uniformly distributed in its entire volume. At a distance d from the centre inside the sphere (d < r) the electric field intensity is directly proportional to (A) (1/d) (B) (1/d2) (C) d (D) d2

Tardigrade Admin · Accepted Answer

Electric field inside volume charge is given by E=(1/4 π ε0) (q d/r3) E propto d

Q. A sphere of radius $r$ has electric charge uniformly distributed in its entire volume. At a distance $d$ from the centre inside the sphere $(d < r)$ the electric field intensity is directly proportional to

$\frac{1}{d}$

$\frac{1}{d ^{2}}$

$d$

$d^{2}$

Electric field inside volume charge is given by
$E = \frac{1}{4 π ε _{0}} \frac{q d}{r ^{3}}$
$E \propto d$

Q. A sphere of radius r has electric charge uniformly distributed in its entire volume. At a distance d from the centre inside the sphere (d<r) the electric field intensity is directly proportional to

d1​

d21​

d

d2

Electric field inside volume charge is given by E=4πε0​1​r3qd​ E∝d

Q. A sphere of radius $r$ has electric charge uniformly distributed in its entire volume. At a distance $d$ from the centre inside the sphere $(d < r)$ the electric field intensity is directly proportional to

$\frac{1}{d}$

$\frac{1}{d ^{2}}$

$d$

$d^{2}$

Electric field inside volume charge is given by
$E = \frac{1}{4 π ε _{0}} \frac{q d}{r ^{3}}$
$E \propto d$