How do u Compare Fractions
A fraction (from the Latin fractus, broken) is a number that can represent part of a whole. The earliest fractions were reciprocals of integers: ancient symbols representing one part of two, one part of three, one part of four, and so on. A much later development were the common or vulgar fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and a denominator.
Source – Wikipedia.
How do u Compare Fractions - which are smaller:
The followings are some of the examples of compare fractions which are smaller.
1. Compare which are smaller in these fractions: `2/13` or `16/24` ?
Solution:
First we can convert the given fractions in to decimal form.
Then we can calculate them as (2÷13) and (16÷24).
Here we get the solutions for the given fractions.
` 2/13 ` = 0.153 and `16/24` = 0.666 …
Therefore from the solution we get `2/13` is smaller.
How do u Compare Fractions - which is Bigger:
The followings are some of the examples of compare fractions which are bigger.
My forthcoming post is on neet exam eligibility will give you more understanding about Algebra.
2. Compare which are bigger in these fractions: `7/13` or `14/27` ?
Solution:
First we can convert the given fractions in to decimal form.
Then we can calculate them as (7÷13) and (14÷27).
Here we get the solutions for the given fractions.
` 7/13` = 0.538 and `14/27` = 0.518 …
Therefore from the solution we get `7/13 ` is bigger.
Source – Wikipedia.
How do u Compare Fractions - which are smaller:
The followings are some of the examples of compare fractions which are smaller.
1. Compare which are smaller in these fractions: `2/13` or `16/24` ?
Solution:
First we can convert the given fractions in to decimal form.
Then we can calculate them as (2÷13) and (16÷24).
Here we get the solutions for the given fractions.
` 2/13 ` = 0.153 and `16/24` = 0.666 …
Therefore from the solution we get `2/13` is smaller.
How do u Compare Fractions - which is Bigger:
The followings are some of the examples of compare fractions which are bigger.
My forthcoming post is on neet exam eligibility will give you more understanding about Algebra.
2. Compare which are bigger in these fractions: `7/13` or `14/27` ?
Solution:
First we can convert the given fractions in to decimal form.
Then we can calculate them as (7÷13) and (14÷27).
Here we get the solutions for the given fractions.
` 7/13` = 0.538 and `14/27` = 0.518 …
Therefore from the solution we get `7/13 ` is bigger.