Remember that $$ 1 \% $$ of a number is $$ \frac{1}{100} $$ of that number. What part of a number is the given percent? $$ 10 \% $$

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To determine what part of a number $$ 10\% $$ represents, let's break it down:

1. **Understanding Percentages:**
   - The term "$$\% $$" stands for "per hundred." 
   - Therefore, $$ 1\% $$ of a number is $$ \frac{1}{100} $$ of that number.

2. **Calculating $$ 10\% $$:**
   - Using the same logic, $$ 10\% $$ means $$ \frac{10}{100} $$ of the number.
   - Simplifying $$ \frac{10}{100} $$ gives $$ \frac{1}{10} $$.

3. **Conclusion:**
   - $$ 10\% $$ of a number is equal to $$ \frac{1}{10} $$ of that number.

**Example:**
If the number is 50,
$$
10\% \text{ of } 50 = \frac{1}{10} \times 50 = 5
$$

So, $$ 10\% $$ represents one-tenth of the original number.

**Answer:**  
$$ 10\% $$ of a number is equal to one tenth of that number, or $$ \frac{1}{10} $$ of it.
$$ 10\% $$ of a number is one-tenth of that number.

Remember that \( 1 \% \) of a number is \( \frac{1}{100} \) of that number. What part of a number is the given percent? \( 10 \% \)

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