Question

7/8, 5/11, 2/3 leadt to greatest

Answer 1

5/11, 7/8, 2/3

Explanation:

Answer 2

The fractions 7/8, 5/11, 2/3 arranged in least to greatest form is
`(5)/(11), (2)/(3), (7)/(8)`

Solution:

We have been given three numbers and have been asked to arrange it from least to greatest value.

The numbers we have been given are fraction.

`(7)/(8), (5)/(11) \text { and } (2)/(3)`

Since the given numbers are fractions, to compare them we need to have a common denominator or they can be converted to decimal form.

For the simplicity of the calculation we will convert the given fractions to decimals.

`\begin{array}{l}{(7)/(8)=0.875} \\\\ {(5)/(11)=0.454} \\\\ {(2)/(3)=0.666}\end{array}`

So, from the above calculated numbers we can arrange them in ascending order as follows:

0.454,0.666,0.875.

So, if we rewrite the numbers in fraction form we get:

`(5)/(11), (2)/(3), (7)/(8)`

Therefore, the fractions arranged in least to greatest is
`(5)/(11), (2)/(3), (7)/(8)`