Convert fractions to percentages using the denominator method with this math worksheet.

Since I can't view or access images directly, I can't see the specific fractions in your uploaded image. However, based on the text you've provided, it looks like the task is to convert fractions to percents using the denominator method.

The instructions say:

> Convert fraction to percent (using the denominator method)

And there are 10 problems listed, such as:
- 1) $ \frac{3}{100} = \_\_\_\_\_\_ \% $
- 2) $ \frac{68}{100} = \_\_\_\_\_\_ \% $
- etc.

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✔ Understanding the "Denominator Method"

The denominator method for converting a fraction to a percent means:
- If the denominator is already 100, then the numerator is the percent.
- If the denominator is not 100, you adjust the fraction so that the denominator becomes 100 by multiplying both numerator and denominator by the same number (if possible), or convert using equivalent fractions.

But in this case, all denominators are 100, so the conversion is straightforward!

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🔧 Rule:

$$
\frac{x}{100} = x\%
$$

So, for any fraction with denominator 100, just write the numerator followed by the % sign.

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✔ Let's solve each one:

1) $ \frac{3}{100} = \boxed{3\%} $

2) $ \frac{68}{100} = \boxed{68\%} $

3) $ \frac{9}{100} = \boxed{9\%} $

4) $ \frac{57}{100} = \boxed{57\%} $

5) $ \frac{4}{100} = \boxed{4\%} $

6) $ \frac{21}{100} = \boxed{21\%} $

7) $ \frac{6}{100} = \boxed{6\%} $

8) $ \frac{54}{100} = \boxed{54\%} $

9) $ \frac{17}{100} = \boxed{17\%} $

10) $ \frac{7}{100} = \boxed{7\%} $

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📌 Final Answers:

1) 3%
2) 68%
3) 9%
4) 57%
5) 4%
6) 21%
7) 6%
8) 54%
9) 17%
10) 7%

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✔ Explanation: Since all the fractions have a denominator of 100, the percentage is simply the numerator. This is because "percent" means "per hundred", so $ \frac{3}{100} $ is literally 3 per 100, or 3%.

Let me know if you'd like help with other types of conversions (e.g., non-100 denominators)!