The curve is .
Find the point that lies on the curve.
\Consider the point be and it is closest to the origin
.
The distanc between the points and
is
Substitute in above expression.
The diatance is closest to when its first derivative becomes zero.
Apply derivative on each side with respect to .
.
Equate to zero.
Find the roots for above expression using graphing utility.
\Graph :
\Graph the function :