Look for the pattern in the sequence of numbers. What number is missing? You can use a calculator to help. $$ 3,6, \ldots, 24,48, \ldots $$

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To find the missing number in the sequence $$ 3, 6, \ldots, 24, 48, \ldots $$, let's first look for a pattern in the numbers provided.

1. **Identify the known numbers**: The sequence starts with $$ 3 $$ and $$ 6 $$, and continues with $$ 24 $$ and $$ 48 $$.

2. **Examine the relationship between the numbers**:
   - The first two numbers are $$ 3 $$ and $$ 6 $$. 
   - The next known numbers are $$ 24 $$ and $$ 48 $$.

3. **Calculate the ratios**:
   - The ratio of $$ 6 $$ to $$ 3 $$ is $$ \frac{6}{3} = 2 $$.
   - The ratio of $$ 48 $$ to $$ 24 $$ is $$ \frac{48}{24} = 2 $$.

4. **Check for a consistent pattern**:
   - It appears that each number is multiplied by $$ 2 $$ to get the next number in the sequence.

5. **Continue the pattern**:
   - Starting from $$ 3 $$:
     - $$ 3 	imes 2 = 6 $$
     - $$ 6 	imes 2 = 12 $$ (this is the missing number)
     - $$ 12 	imes 2 = 24 $$
     - $$ 24 	imes 2 = 48 $$

Thus, the missing number in the sequence is $$ 12 $$.
The missing number in the sequence is 12.

Look for the pattern in the sequence of numbers. What number is missing? You can use a calculator to help. \( 3,6, \ldots, 24,48, \ldots \)

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