In Testing$H _ { o }^{ \prime\prime} \mu _ { D } \leq 0 \text { versus } H _ { a } : \mu _ { D } 0 \text {, where } \mu _ { D }$

Question

In Testing$H _ { o }^{ \prime\prime} \mu _ { D } \leq 0 \text { versus } H _ { a } : \mu _ { D } > 0 \text {, where } \mu _ { D }$

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The Answer of In Testing$H _ { o }^{ \prime\prime} \mu _ { D } \leq 0 \text { versus } H _ { a } : \mu _ { D } > 0 \text {, where } \mu _ { D }$

In Testing $H _ { o }^{ \prime\prime} \mu _ { D } \leq 0 \text { versus } H _ { a } : \mu _ { D } > 0 \text {, where } \mu _ { D }$