Answer:
The correct option is C 5
Explanation:
Length of perpendicular from origin to the line
x
√
5
+
2
y
=
3
√
5
is
O
L
=
3
√
5
√
(
√
5
)
2
+
2
2
=
3
√
5
√
9
=
√
5
Radius of the given circle
=
√
10
=
O
Q
=
O
P
P
Q
=
2
Q
L
=
2
√
Q
L
2
−
O
L
2
=
2
√
10
−
5
=
2
√
5
Thus, area of
△
O
P
Q
=
1
2
×
P
Q
×
O
L
area of
△
O
P
Q
=
1
2
×
2
√
5
×
√
5
=
5
s
q
.
u
n
i
t
s