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Xi's$x_i$ are drawn from a distribution with mean .$\mu$. So expected value (aka mean or average) of each of Xi's$x_i$ must be 1]3$\mu$.

Xi's are drawn from a distribution with mean .. So expected value (aka mean or average) of each of Xi's must be 1]3.

$x_i$ are drawn from a distribution with mean $\mu$. So expected value (aka mean or average) of each of $x_i$ must be $\mu$.

Xi'sXi's are drawn from a distribution with mean M.. So expected value (aka mean or average) of each of Xi'sXi's must be M1]3.

Xi's are drawn from a distribution with mean M. So expected value (aka mean or average) of each of Xi's must be M.

Xi's are drawn from a distribution with mean .. So expected value (aka mean or average) of each of Xi's must be 1]3.

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Xi's are drawn from a distribution with mean M. So expected value (aka mean or average) of each of Xi's must be M.