Comme un jeu

In a game of chance, a player rolls a standard six-sided die. The number rolled is the outcome of interest.

Calculate the expected value $E (X)$ of the roll ( calculatrice

! e $π$ ( ) % AC sin cos tan 7 8 9 / $\sin^{- 1}$ $\cos^{- 1}$ $\tan^{- 1}$ 4 5 6 * $x^{2}$ $\sqrt{}$ x^y 1 2 3 - ln exp log 0 . = +

).
Interpret the result in terms of the player’s average outcome per roll.

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