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Problem
Problem
The largest area of a rectangle which has one side on the
x
x
x
-axis and the two vertices on the curve
y
=
e
−
x
2
y = e^{-x^2}
y
=
e
−
x
2
is a.
2
e
−
1
/
2
\sqrt{2}e^{-1/2}
2
e
−
1/2
b.
2
e
−
1
/
2
2e^{-1/2}
2
e
−
1/2
c.
e
−
1
/
2
e^{-1/2}
e
−
1/2
d. none of these
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