loze","front":"A fraction is in [ ] when its numerator and denominator cannot both be divided by the same whole number bigger than 1.","back":"A fraction is in simplest form when its numerator and denominator cannot both be divided by the same whole number bigger than 1.","points":null},{"id":"2434d6ac-d51f-4dab-9b14-fa81917c2ed7","cardType":"basic","front":"Simplify $\\frac{12}{18}$.","back":"$$\\frac{2}{3}$","points":1},{"id":"8d64d2e7-4b34-4b35-b325-114273086b3d","cardType":"cloze","front":"Equivalent fractions have the [ ] even though they [ ].","back":"Equivalent fractions have the same value even though they look different.","points":null},{"id":"6fc1f34e-2b03-47ee-b324-12108fd041c4","cardType":"basic","front":"What must you do to the numerator and denominator to make an equivalent fraction?","back":"Multiply or divide both by the same number.","points":1},{"id":"7b46eb46-059e-4058-8bb3-be82691320ba","cardType":"basic","front":"Work out $\\frac{2}{7}+\\frac{3}{7}$.","back":"$$\\frac{5}{7}$","points":1},{"id":"c2ad696d-8fc2-48c8-a4ce-87d653f38d20","cardType":"cloze","front":"Fractions with different denominators must be changed to a [ ] before adding or subtracting.","back":"Fractions with different denominators must be changed to a common denominator before adding or subtracting.","points":null},{"id":"a83c94b3-7be4-4415-8ad7-e9ee14cf162b","cardType":"basic","front":"Work out $\\frac{1}{6}+\\frac{2}{3}$.","back":"$$\\frac{5}{6}$","points":2},{"id":"b4c120fc-90d3-4f55-ac52-27cc0ac81dff","cardType":"basic","front":"Work out $\\frac{5}{8}-\\frac{1}{4}$.","back":"$$\\frac{3}{8}$","points":2},{"id":"cc9f460c-1152-489f-8707-0e12ffd2c2c8","cardType":"basic","front":"For denominators 4 and 12, what common denominator shortcut can you use?","back":"Use 12, the bigger multiple.","points":1},{"id":"ebc88a5c-3aba-4d96-9eab-3677ace8a1c4","cardType":"cloze","front":"To multiply fractions, multiply the [ ] together and the [ ] together.","back":"To multiply fractions, multiply the numerators together and the denominators together.","points":null},{"id":"5cbb7f31-dcfb-465f-b2fe-5b3d37184cab","cardType":"basic","front":"Work out $\\frac{2}{5}\\times\\frac{3}{4}$ in simplest form.","back":"$$\\frac{3}{10}$","points":2},{"id":"1bb2dfe5-b109-4b10-86b2-bd4bf5fd22f2","cardType":"cloze","front":"To divide by a fraction, multiply by its [ ].","back":"To divide by a fraction, multiply by its reciprocal.","points":null},{"id":"c428c903-5241-4580-b63f-16651ae47024","cardType":"basic","front":"In keep-change-flip, which fraction is flipped?","back":"The second fraction only.","points":1},{"id":"1efc1c0a-278d-4065-9eab-ca237d05a9f5","cardType":"basic","front":"Work out $\\frac{2}{9}\\div\\frac{4}{5}$ in simplest form.","back":"$$\\frac{5}{18}$","points":2},{"id":"098f154d-1308-4018-916f-184472230607","cardType":"cloze","front":"To calculate with mixed numbers, it is usually easiest to change them into [ ] first.","back":"To calculate with mixed numbers, it is usually easiest to change them into improper fractions first.","points":null},{"id":"44265d5f-eea1-4f04-994c-b1841ade8041","cardType":"basic","front":"Change $2\\frac{1}{5}$ into an improper fraction.","back":"$$\\frac{11}{5}$","points":1},{"id":"f5ac383c-a7e8-40e8-9024-017b6575f2b7","cardType":"basic","front":"Work out $2\\frac{1}{3}+1\\frac{1}{6}$.","back":"$$3\\frac{1}{2}$","points":2},{"id":"2b871ef7-a4bd-4218-85bd-ad29b374caf3","cardType":"basic","front":"Work out $1\\frac{1}{2}\\times1\\frac{2}{3}$. Give a mixed number.","back":"$$2\\frac{1}{2}$","points":3}]}],"examCountdown":{"examDate":"2027-05-14","paperLabel":"P

Fractions Flashcards

Fractions Flashcards

Fractions Flashcards

Fractions Flashcards