Mixed numbers - practice problems
Mixed numbers are numbers that are made up of a whole number and a fraction. For example, 3 1/5 (3 and 1/5) is a mixed number, where 3 is a whole number and 1/5 is a fraction. Mixed numbers are used to express values that are greater than one but not a whole number. They can also be written as a fraction whose numerator is greater than the denominator.Number of problems found: 836
- Improper to mixed number
Convert improper fraction 34/7 to a mixed fraction. - Change 8 Change this mixed number into an improper fraction of 2 1/9
- 5/6 times
5/6 times (-4 1/2) times (-2 1/5) - Mixed x fraction
Find the product of 3 2/8 × 9/10 . - Whole and fractions
3 whole one by 8 + (- 1 by 4) - Difference of mixed numbers 12 1/2 - 9 1/5. What is the difference?
- Estimate subtraction What's the estimate of 3 1/3 - 1 5/6?
- Multiply 19
Multiply 12 × 5/8, and write the result in mixed and improper fractions. - Multiplicative inverse What is the multiplicative inverse of 3 3/13?
- Mixed plus proper fraction 1 whole 1/2+1/3=
- Which 15 Which is larger, 1 2/7 or 10/4?
- Two mixed adding What is 1 and 1/6 + 1 and 3/6?
- Mixed + fractions Calculate following with fractions and mixed numbers: One and half + 4 and one quarter + 5 tenth
- Sum two mixed Which of the following is the sum of 22 7/9 and 6 8/9?
- Product of the fractions By how much is the product of 2½ and 3⅘ less than 20?
- Order fractions
Arrange in ascending order 1 5/6, 11/9, 5/16, 3 - Subtract 27 Subtract these mixed fractions: 7 2/3 and 3 1/9.
- Add or subtract What should we add to 8/16 to get 1 1/3?
- Mary needs
Mary needs to order pizza for 18 students. Each student should get ¼ of a pizza. How many pizzas should Mary order? - What number 2
What number is between 3 1/4 and 3 1/8? Write at least three numbers.
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