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=2pisqrt()*1+(e^(-V))/(2)=

$=2 \pi \sqrt{ } \cdot 1+\frac{e^{-V}}{2}=$

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Simplify variable expressions using properties

Full solution

Q.

=2 \pi \sqrt{ } \cdot 1+\frac{e^{-V}}{2}=

Identify Parts of Expression: First, let's identify the parts of the expression. We have $2\pi\sqrt()$ , which seems like it's missing something inside the square root. We'll assume it's meant to be $2\pi\sqrt(1)$ . Then we have $+(e^{-V})/(2)$ .
Simplify $2\pi\sqrt{1}$ : Now, let's simplify $2\pi\sqrt{1}$ . The square root of $1$ is just $1$ , so this part simplifies to $2\pi\cdot 1$ , which is $2\pi$ .

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