Consider the benchmarks |
|
and 1. |
Out of these two numbers, let's find which benchmark is between |
|
and |
|
. |
First check the benchmark |
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. |
We can represent the fractions |
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, |
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, | and |
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as follows: |
Now let’s compare the shaded areas.
Here, we can notice that |
|
is less than |
|
and |
|
. |
So, |
|
is not between |
|
and |
|
. |
Now, check the benchmark 1.
We can represent the fractions |
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, 1 and |
|
as follows: |
Now let’s compare the shaded areas.
Here, we can notice that 1 is greater than |
|
and less than |
|
. |
So, | 1 | is between |
|
and |
|
. |
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
The correct answer is
The smallest number is the one that comes first while counting.
To arrange the given numbers in order from smallest to greatest, find the smallest number among all the given numbers.
21,27,23
21 is the smallest number.