Answer
$2*e^{\wedge}((1+x)/x)$ or
$2*EXP((1+x)/x)$
Work Step by Step
$2*e^{\wedge}((1+x)/x)$ or
$2*EXP((1+x)/x)$
EXP(x) is the function $e^{x}.$
The numerator $(1+x)$ must be in parentheses,
the whole exponent must be in parentheses, otherwise
$2*e^{\wedge}(1+x/x) \quad $ generates $2\cdot e^{1+1}$
$2*e^{\wedge}(1+x)/x \quad $ generates $\displaystyle \frac{ 2\cdot e^{1+x}}{x}$