If Two Random Samples of Sizes N 1 and N 2 Are$\mu$

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If Two Random Samples of Sizes N 1 and N 2 Are$\mu$

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If Two Random Samples of Sizes N₁ and N₂ Are $\mu$

Question 126

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If two random samples of sizes n₁ and n₂ are selected independently from two populations with means $\mu$ ₁ and $\mu$ ₂, then the mean of $If two random samples of sizes n1 and n2 are selected independently from two populations with means \mu 1 and \mu 2, then the mean of equals: A) \mu 1 + \mu 2 B) \mu 1- \mu 2 C) \mu 1 / \mu 2 D) \mu 1 \mu 2$ equals:

A) $\mu$ ₁ + $\mu$ ₂
B) $\mu$ ₁- $\mu$ ₂
C) $\mu$ ₁ / $\mu$ ₂
D) $\mu$ ₁ $\mu$ ₂

If Two Random Samples of Sizes N1 and N2 Are μ\muμ

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If Two Random Samples of Sizes N₁ and N₂ Are $\mu$

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