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Fractions Decimals Percentages Equivalences

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Fractions Decimals Percentages Equivalences worksheet preview

Fractions Decimals Percentages Equivalences

Fractions, decimals and percentages illustration

📊 Part 1: Finding Equivalences

1. Complete the equivalent forms for each number:

a) 1/2 = _______ (decimal) = _______% (percentage)

b) 0.25 = _______ (fraction) = _______% (percentage)

c) 75% = _______ (decimal) = _______ (fraction)

d) 3/4 = _______ (decimal) = _______% (percentage)

2. Circle the numbers that are equivalent to 0.6:

6/10

60%

3/5

6%

3. Which fraction is equivalent to 40%?

4/10

2/5

40/100

All of the above

4. Order these numbers from smallest to largest:

0.8, 3/4, 85%, 7/10

Smallest: _______ → _______ → _______ → _______ Largest

🧮 Part 2: Converting and Problem Solving

5. Convert these fractions to decimals and percentages:

a) 7/10 = _______ = _______%

b) 1/4 = _______ = _______%

c) 9/100 = _______ = _______%

6. A shop has a 30% off sale. Express this discount as:

a) A decimal: _______

b) A fraction in simplest form: _______

7. In a Year 9 class survey, 0.75 of students prefer maths over English. What percentage of students is this?
8. Explain how you would convert 3/5 to a percentage. Show your working:

🎯 Part 3: Real-World Applications

9. A rugby team won 12 out of 20 games this season.

a) Write this as a fraction in simplest form: _______

b) Write this as a decimal: _______

c) Write this as a percentage: _______%

10. Match each real-world situation with its equivalent forms:

Situation A: "Half price sale" = _______ = _______ = _______

Situation B: "25 cents in every dollar" = _______ = _______ = _______

(Use: 50%, 0.5, 1/2, 25%, 0.25, 1/4)

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