Simplify: $$ \sqrt{54} $$ ○ $$ 9 \sqrt{6} $$ $$ \bigcirc 3 \sqrt{18} $$ $$ \bigcirc 6 \sqrt{3} $$ $$ \bigcirc 3 \sqrt{6} $$

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UpStudy AI · Accepted Answer

To simplify $$ \sqrt{54} $$, follow these steps:

1. **Factor the Number Inside the Square Root:**
   $$
   54 = 9 \times 6 = 3^2 \times 6
   $$
   
2. **Apply the Square Root to Each Factor:**
   $$
   \sqrt{54} = \sqrt{3^2 \times 6} = \sqrt{3^2} \times \sqrt{6} = 3\sqrt{6}
   $$
   
So, the simplified form of $$ \sqrt{54} $$ is:

$$
\boxed{3 \sqrt{6}}
$$

**Answer:** $$ \boxed{3 \sqrt{6}} $$
The simplified form of $$ \sqrt{54} $$ is $$ 3 \sqrt{6} $$.

Simplify: \( \sqrt{54} \) ○ \( 9 \sqrt{6} \) \( \bigcirc 3 \sqrt{18} \) \( \bigcirc 6 \sqrt{3} \) \( \bigcirc 3 \sqrt{6} \)

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