Find the limit if it exists.
-$m_{-14} \sqrt{5}$
A) 14
B) $\sqrt{14}$
C) $\sqrt{5}$
D) 5

Name: Find the limit if it exists. -$m_{-14} \sqrt{5}$ A) 14 B) $\sqrt{14}$ C) $\sqrt{5}$ D) 5
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Quizplus · Accepted Answer

The expression $m_{-14} \sqrt{5}$ does not involve a variable approaching a limit; it simply denotes a constant multiplied by $\sqrt{5}$. Since the constant $m_{-14}$ does not affect the existence of $\sqrt{5}$, the limit, if considered in a broader sense, is just $\sqrt{5}$.

Find the Limit If It Exists m−145m_{-14} \sqrt{5}m−14​5​ A) 14 B) 14\sqrt{14}14​

Find the Limit If It Exists $m_{-14} \sqrt{5}$ A) 14
B) $\sqrt{14}$