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Mathematics
Mathematics
Problem
Let
g
g
g
be the function
g
(
x
)
=
{
e
x
+
x
,
x
≤
0
,
x
2
+
1
,
x
>
0.
g(x)= \begin{cases} e^{x}+x, & x\le 0,\\ x^{2}+1, & x>0. \end{cases}
g
(
x
)
=
{
e
x
+
x
,
x
2
+
1
,
x
≤
0
,
x
>
0.
Find the
x
x
x
-coordinate of the global minimum of
g
g
g
on the real line.
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