Suppose you possess a loaded 6-sided die in which 1 is twice as likely as each of the other 5 outcomes. Let X be the outcome of rolling this die once. Find $E \left( 2 ^ { X } - X \right)$ .

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The Answer of Suppose you possess a loaded 6-sided die in which 1 is twice as likely as each of the other 5 outcomes. Let X be the outcome of rolling this die once. Find $E \left( 2 ^ { X } - X \right)$ .

Suppose You Possess a Loaded 6-Sided Die in Which 1 E(2X−X)E \left( 2 ^ { X } - X \right)E(2X−X)

Suppose You Possess a Loaded 6-Sided Die in Which 1 $E \left( 2 ^ { X } - X \right)$