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Problem
Problem
Let
P
P
P
be a point on the curve
C
1
:
y
=
2
−
x
2
C_1: y = \sqrt{2 - x^2}
C
1
:
y
=
2
−
x
2
and
Q
Q
Q
be a point on the curve
C
2
:
x
y
=
9
C_2: xy = 9
C
2
:
x
y
=
9
, both
P
P
P
and
Q
Q
Q
be in the first quadrant. If
d
d
d
denotes the minimum distance between
P
P
P
and
Q
Q
Q
, then
d
2
d^2
d
2
is.....
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