Question: The stochastic variable (X) is Poisson distributed with parameter (lambda=2.37). Find the distribution function (f) for (X), and calculate the expected value and standard deviation.

The stochastic variable \(X\) is Poisson distributed with parameter \(\lambda=2.37\). Find the distribution function \(f\) for \(X\), and calculate the expected value and standard deviation. What is \(P(X \in\{0,1\})\) ?

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