Match the entries of Column I with entries of Column II:
COLUMN-I COLUMN-II
a Hollow neutral conductor
p $\vec{E}$ inside the conductor is zero
b Hollow neutral conductor
q
$| \vec{E} |$ inside the conductor is constant

c Hollow neutral conductor
r
$| \vec{E} |$ inside the conductor is varying

d Hollow charged conductor
s Potential inside the conductor is same as that of conductor
t Potential inside the conductor is varying

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$a - p, q, s, r; b - s, t; c - q, t; d - r, s$

$a - p, s; b - p, r, t; c - r, s, t; d - s$

$a - p, q, s; b - r, t; c - r, t; d - r, t$

$a - p, q, s; b - q, r, t; c - r, s, t; d - r$

answer is A.

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Detailed Solution

For A, as no charge is there inside the conductor, so $\vec{E}$ inside the conductor is zero and hence potential is constant and equal to that of potential of the constant and equal to that of potential of the conductor.
For other cases, $\vec{E}$ inside conductor is non-zero and varying as we are going from centre to periphery And so potential inside the conductor is varying .

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	COLUMN-I		COLUMN-II
a	Hollow neutral conductor	p	$\vec{E}$ inside the conductor is zero
b	Hollow neutral conductor	q	$\| \vec{E} \|$ inside the conductor is constant
c	Hollow neutral conductor	r	$\| \vec{E} \|$ inside the conductor is varying
d	Hollow charged conductor	s	Potential inside the conductor is same as that of conductor
		t	Potential inside the conductor is varying