The expected value of the sampling distribution of is where$\mu$_i is the mean of population i (i = 1, 2).

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This statement is true. The expected value of the sampling distribution of the difference between two means formula is given by μ1 - μ2. In this case, the populations are denoted by i = 1 and i = 2, so the expected value of the sampling distribution of 11eae5f3_f283_357c_bcb4_bdafb3a272d5_TB7453_11 is equal to the difference in the means of the two populations, which is denoted by 11eae5f3_f283_357d_bcb4_6f7a33be2865_TB7453_11.

The Expected Value of the Sampling Distribution of Is μ\muμ

The Expected Value of the Sampling Distribution of Is $\mu$