The top number of a fraction is the numerator.","points":null},{"id":"86aa5f87-338d-467a-92a7-fb5704aba7f4","cardType":"cloze","front":"The denominator tells you how many [ ] the whole is split into.","back":"The denominator tells you how many equal pieces the whole is split into.","points":null},{"id":"75c1f04c-6955-401c-97c6-1523062982e5","cardType":"cloze","front":"The numerator tells you how many pieces you [ ].","back":"The numerator tells you how many pieces you have.","points":null},{"id":"cd2b23cd-0df4-4df1-8867-da4de4b53b01","cardType":"basic","front":"When finding a fraction of an amount, which number do you divide by first?","back":"The denominator.","points":1},{"id":"d5a01a3d-adc8-48e2-a4cf-46d1b6dc85da","cardType":"basic","front":"When finding a fraction of an amount, which number do you multiply by after dividing?","back":"The numerator.","points":1},{"id":"3fff60a7-a2a8-41f1-81e8-1538272c1b19","cardType":"basic","front":"If it makes mental maths easier, what alternative order can find a fraction of an amount?","back":"

Multiply by the numerator.
Divide by the denominator.

","points":2},{"id":"86796f3f-af22-41ea-9d30-cbeb44ef7807","cardType":"basic","front":"Why is dividing before multiplying usually easier?","back":"It keeps the numbers smaller.","points":1},{"id":"b7d1879a-f74a-41a1-89bb-a29c9c5f6fdf","cardType":"basic","front":"Calculate $\\frac{1}{3}$ of 240.","back":"80","points":1},{"id":"e19663fc-f3d8-4ea9-b1e4-02c4f7473cd2","cardType":"basic","front":"Calculate $\\frac{2}{3}$ of 240.","back":"160","points":2},{"id":"2cfe7e83-18a5-4aad-8e91-c0c6c9aa5517","cardType":"basic","front":"Calculate $\\frac{4}{5}$ of 60.","back":"48","points":2},{"id":"f2ce1303-171c-440e-93c8-1f128623c25a","cardType":"basic","front":"A coat costs £80 and has $\\frac{1}{4}$ off. What is the discount?","back":"£20","points":2},{"id":"148bc20c-bab6-407d-94fe-43a7f6483420","cardType":"basic","front":"A coat costs £80 and has $\\frac{1}{4}$ off. What is the new price?","back":"£60","points":2},{"id":"be5eeb59-2bc2-4588-9299-3d00b3b55746","cardType":"basic","front":"Liam has £60 and spends $\\frac{2}{5}$ on a game. How much is the game?","back":"£24","points":2},{"id":"f8e9da53-6f88-4d90-8d80-8ab9c2a5dcb5","cardType":"basic","front":"Liam has £60 and spends $\\frac{3}{10}$ on snacks. How much are the snacks?","back":"£18","points":2},{"id":"ee1cd1ea-e0bf-4e88-9e8f-f89dcd85c941","cardType":"basic","front":"Liam spends £24 and £18 from £60. How much does he save?","back":"£18","points":1},{"id":"f1b895ac-81b8-4e44-bc8a-ac9814573285","cardType":"cloze","front":"If the next fraction is of the remaining money, first recalculate the [ ].","back":"If the next fraction is of the remaining money, first recalculate the remainder.","points":null},{"id":"087ea9a8-f486-4776-a82e-c753efd341c0","cardType":"cloze","front":"When working backwards from a fraction value, divide by the [ ] to find one part, then multiply by the [ ] to find the whole.","back":"When working backwards from a fraction value, divide by the numerator to find one part, then multiply by the denominator to find the whole.","points":null},{"id":"a59f2461-d8ac-4008-97eb-3dd942427bbb","cardType":"basic","front":"If $\\frac{3}{4}$ of a number is 39, what is the number?","back":"52","points":2},{"id":"1b03a29a-085c-4f1f-9b59-6d73c763945d","cardType":"basic","front":"If $\\frac{2}{5}$ of a number is 14, what is the or

Fractions of an Amount Flashcards

Fractions of an Amount Flashcards

Fractions of an Amount Flashcards

Fractions of an Amount Flashcards