📊 Part 1: Converting Between Forms

1. Convert 3/8 to a decimal and percent:

3/8 = ________ (decimal) = ________% (percent)

2. Convert 0.75 to a fraction and percent:

0.75 = ________ (fraction) = ________% (percent)

3. Convert 66⅔% to a fraction and decimal:

66⅔% = ________ (fraction) = ________ (decimal)

4. Which of these represents 5/12? (Circle all that apply)

0.416

0.417

41.7%

42%

🔢 Part 2: Comparing and Ordering

5. Order these numbers from least to greatest: 7/8, 0.75, 85%, 2/3

________ < ________ < ________ < ________

Explain your reasoning:

6. Use the symbols <, >, or = to compare:

a) 3/4 _____ 0.8

b) 125% _____ 1.25

c) 5/6 _____ 83%

7. Circle the number closest to 50%:

4/9

0.48

5/8

0.52

🎯 Part 3: Special Percents & Problem Solving

8. Estimate these special percents:

a) What is 150% as a decimal? ________

b) What is 0.4% as a fraction? ________

c) What is 1¼ as a percent? ________

9. A store offers "Buy one, get one free plus 20% off the second item." If this deal saves you more than the original price, what percent savings is this?

120%

110%

70%

140%

10. Extension Challenge: Order these from greatest to least: 11/8, 140%, 1.35, 4/3

________ > ________ > ________ > ________

Show your work and explain your strategy:

11. Reasoning: Explain why 1/3 cannot be written as an exact decimal, but it can be written as an exact percent.

Fractions Decimals Percents Practice

Fractions Decimals Percents Practice

📊 Part 1: Converting Between Forms

🔢 Part 2: Comparing and Ordering

🎯 Part 3: Special Percents & Problem Solving

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