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Fractions and Decimals
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Fractions and Decimals
A community market is using fractions and decimals to label prices, recipes and distances. Show your working where useful. Give money answers in dollars and cents.
Read, compare and calculate
Use equivalent fractions and place value to move between fractions and decimals.
1.The market stall sells a loaf for $2.50. Write 2.50 as a fraction of a dollar in simplest form.
2.A recipe uses 3/4 cup of oats. Which decimal is equal to 3/4?
- 0.34
- 0.75
- 0.8
- 0.25
3.One basket is 2/5 full and another is 0.45 full. Which basket is fuller, and by how much?
4.A jar contains 0.375 kg of honey. Write this amount as a fraction in simplest form.
5.A market sign shows these distances from the entrance: stall A, 0.6 km; stall B, 5/8 km; stall C, 0.58 km. Put the stalls in order from nearest to farthest.
6.Match each fraction to its decimal equivalent: A. 7/20; B. 9/25; C. 11/8; D. 3/40. Decimals: 1. 0.075; 2. 1.375; 3. 0.35; 4. 0.36.
- A. 7/20
- B. 9/25
- C. 11/8
- D. 3/40
- 4. 0.36
- 1. 0.075
- 3. 0.35
- 2. 1.375
7.A baker has 2 1/4 kg of flour and uses 0.85 kg. How much flour is left? Give your answer as a decimal and as a fraction in simplest form.
8.A shopper claims that 5/12 is 0.5 because 5 divided by 10 is 0.5. Is the claim correct? Explain the mistake and give 5/12 to 3 decimal places.
9.A stall discounts a $16 item by 3/8 of its price. What is the discount, and what is the sale price?
3 printable pages
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