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Question $2$ of $6$$\newline$This question: $1$ point(s) possible$\newline$A company claims that the mean monthly residential electricity consumption in a certain region is more than $860 \, \text{kWh}$. You want to test this claim. You find that a random sample of $65$ residential customers has a mean monthly consumption of $890\,\text{kWh}$. Assume the population standard deviation is $128\,\text{kWh}$. At $\alpha=0.01$, can you support the claim? Complete parts (a) through ( $0$ ).$\newline$(a) Identify $H_{0}$ and $H_{a}$. Choose the correct answer below.$\newline$A.$\newline$$\begin{cases} H_{0}:\mu > 860 \, \text{(claim)} \ H_{2}:\mu \leq 860 \end{cases}$$\newline$B.$\newline$$\begin{cases} H_{0}:\mu > 890 \, \text{(claim)} \ H_{a}:\mu \leq 890 \end{cases}$$\newline$C.$\newline$$\begin{cases} H_{0}:\mu \leq 890 \ H_{a}:\mu > 890 \, \text{(claim)} \end{cases}$$\newline$D.$\newline$$65$$0$$\newline$E.$\newline$$65$$1$$\newline$F.$\newline$$65$$2$