This image appears to contain a mathematical problem in Persian. Let me break down and translate the key components of the problem so we can address it.

The problem seems to involve a moment-generating function $M(t)$ and asks for the variance $\text{Var}(X)$ and $X$.

1. The first equation shows the moment-generating function: $M(t) = \frac{1}{2} \exp(-t) + \frac{1}{2} \exp(t)$

2. The second part mentions finding the variance of $X$ and $X$ itself, suggesting the problem is asking to derive properties of the distribution of $X$ using its moment-generating function.

I will now proceed to work out the solution, including deriving the variance and the value of $X$. Let me know if you need a more detailed explanation of any steps.

Would you like me to go ahead with solving it?