A mixed number is a number that combines a whole number and a fraction, representing amounts that are more than a whole but include a fractional part. | Card: 2 / 46 |
9/4 can be converted to a mixed number by dividing 9 by 4, which gives 2 with a remainder of 1. Therefore, 9/4 = 2 ¼. | Card: 4 / 46 |
Fill in the blank: The denominator of a fraction indicates how many ___ make up one whole. | Card: 7 / 46 |
Add mixed numbers by finding common denominators.
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The numerator of a fraction represents the number of parts of the whole that are being considered. | Card: 14 / 46 |
To convert 4 ⅗ to an improper fraction, multiply 4 by 5 (which equals 20) and then add 3. The result is 23, so 4 ⅗ = 23/5. | Card: 16 / 46 |
True or False: When adding mixed numbers, the fractions must always have the same denominator. | Card: 19 / 46 |
3 ½ The result is three and a half.
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What is the term for a fraction where the numerator is greater than or equal to the denominator? | Card: 23 / 46 |
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Compare whole numbers first.
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Fill in the blank: To represent the mixed number 2 ¾ on a number line, you would place a point between ___ and ___. | Card: 31 / 46 |
True or False: You can add whole numbers and fractions separately without regrouping. | Card: 33 / 46 |
False. Regrouping may be necessary if the sum of the fractions exceeds one whole. | Card: 34 / 46 |
Add the whole numbers: 3 + 1 = 4. Add the fractions: ⅖ + ⅗ = 1. Therefore, 3 ⅖ + 1 ⅗ = 4. | Card: 36 / 46 |
Fill in the blank: The process of converting a mixed number to an improper fraction involves multiplying the whole number by the ___ and adding the numerator. | Card: 37 / 46 |
To convert 17/5 to a mixed number, divide 17 by 5, which equals 3 with a remainder of 2. Therefore, 17/5 = 3 ²/₅. | Card: 42 / 46 |
The sum is 5 ¾.
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Result is negative three three-fourths.
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