Types of Fractions
Trending Questions
Q.
The fractions with the same denominator are called____?
Q. The missing number in the magic square given below is .
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1474898/original_original_Qn2.png)
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1474898/original_original_Qn2.png)
- 12
- 6
- 7
- 0
Q.
Classify as proper fractions or improper fractions.
Q. If 1 measuring cup = 250ml, there are cups in 6 liters.
- 20
- 22
- 24
- 26
Q.
Which of the following are mixed fractions?
Q. What fraction represents the given portion of circle?
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1463291/original_6.png)
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1463291/original_6.png)
- 848
- 448
- 112
- None of these
Q. Which of the fraction is a proper fraction?
- 25
- 52
- 54
- None of the above
Q. Convert the following improper fraction into mixed fraction.
73
73
Q.
Check following are the proper or improper fractions?
Q.
Represent the following fraction on number line.
Q.
Classify as proper fractions or improper fractions.
Q.
Identify whether is proper fractions or Improper fractions.
Q.
Classify as proper fraction or improper fraction:
Q.
Represent the following fractions on a number line.
.
Q.
Classify as proper fractions or improper fractions.
Q. A water tank has a storage capacity of 10 liters.
Calculate the number of cups in 10 liters.
Calculate the number of cups in 10 liters.
- 30
- 40
- 50
- 60
Q.
Check following are the proper or improper fractions?
Q. There are feet in 25 meters.
- 65
- 70
- 75
- 80
Q. If we skip two numbers to the right side of -1 on a number line we reach the number ___.
- -4
- 2
- 1
- 3
Q. Cosmo cut 35100 part of a silk cloth, and Mike cut 610 from the remaining cloth. How much of the cloth is still left?
- 60100
- 5100
- 35100
- 95100
Q. Convert 627 into an improper fraction.
- 427
- 437
- 457
- 447
Q.
Tap all the proper fractions. |
- 12
- 1213
- 109
- 52
- 25
- 43
- 34
- 58
Q.
What number should be placed inside the box to make it equivalent fraction 27= 6??
- 21
- 28
- 14
- 24
Q. Paul has to choose a proper fraction out of the given options. Which option can he can?
- 52
- 25
- 32
- 65
Q. Match the correct pair of like fractions.
- 38
- 713
- 45
- 35
- 1113
- 58
Q.
and are ________ fractions .
Q. ED takes 84 secs to make one bicycle. Will he be able to complete 1, 000 of them in a day if he works round the clock?
- Yes
- No
Q. Which of the pair of fracions are like fractions?
- 19 and 29
- 14 and 29
- 19 and 25
- (b) and (c) above.
Q. What fraction of donuts is left in the box?
![](data:image/png;base64, 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)
- 34
- 27
- 14
- 38
Q. Mathew is a little confused about which of the following is a mixed fraction. Help him choose a mixed fraction from the given options.
- 95
- 73
- 69
- 247