3. Complete the equations to find $$ 54 \div 6 $$. $$ \begin{aligned} 54 \div 6 & =(30 \div 6)+(\square) \ & =( \ & =\end{aligned} $$

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To complete the equations for $$ 54 \div 6 $$, we can break down $$ 54 $$ into two parts: $$ 30 $$ and the remaining part that, when added to $$ 30 $$, gives $$ 54 $$.

1. First, we find the remaining part:
   $$
   54 - 30 = 24
   $$

2. Now, we can express $$ 54 $$ as $$ 30 + 24 $$. Therefore, we can rewrite the equation:
   $$
   54 \div 6 = (30 \div 6) + (24 \div 6)
   $$

3. Next, we calculate each division:
   - $$ 30 \div 6 = 5 $$
   - $$ 24 \div 6 = 4 $$

4. Now we can sum these results:
   $$
   5 + 4 = 9
   $$

Putting it all together, we have:
$$
\begin{aligned}
54 \div 6 & = (30 \div 6) + (24 \div 6) \
& = 5 + 4 \
& = 9
\end{aligned}
$$

Thus, the completed equations are:
$$
\begin{aligned}
54 \div 6 & = (30 \div 6) + (24 \div 6) \
& = 5 + 4 \
& = 9
\end{aligned}
$$
$$ \begin{aligned} 54 \div 6 & = (30 \div 6) + (24 \div 6) \ & = 5 + 4 \ & = 9 \end{aligned} $$

3. Complete the equations to find \( 54 \div 6 \). \( \begin{aligned} 54 \div 6 & =(30 \div 6)+(\square) \\ & =( \\ & =\end{aligned} \)

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