Question

five rational number between 5/9 and 6/2​

Answer 1

Given:-

Two fractions, 5/9 and 6/2

To Find:-

Five rational numbers between them

Solution:-

Any number that can be expressed in the form of p/q where q≠0 is called a rational number.

LCM of 9 and 2 is 18

Converting the given fractions into like fractions,

$\frac{5x2}{9x2}= \frac{10}{18}$

$\frac{6x9}{2x9}= \frac{54}{18}$

Now we can write many rational numbers between the given numbers.

Examples of five rational numbers between 5/9 and 6/2​ are- 11/18, 12/18, 13/18, 14/18, and 15/18.

Answer 2

Given : rational number  5/9 and 6/2​

To Find : five rational number between

Solution:

rational number  5/9 and 6/2​

6/2​  = 3

Multiplying and dividing by 9

= 3 * 9/9

= 27/9

rational number  5/9   and 27/9

rational number between  

= 6/9 ,   9/9 ,  12/9 , 15/9 , 18/9 , 21/9 , 24/9

= 2/3  , 1  ,  4/3  , 5/3  ,  2  , 7/3  , 8/3

2/3  , 1  ,  4/3  , 5/3  ,  2  , 7/3  , 8/3

are few rational numbers between  5/9 and 6/2​

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