Question

Find thee different irrational numbers between the rational numbers 5/7 and 9/11 [with step-by-step explanation]

Answer 1

see, the definition of irrational number says that the no should be non terminating non repeating (like 1.333)

so first we need to find decimal values of 5/7 and 9/11

5/7= 0.714285.. and 9/11= 0.8181...

therefore three irrational no are

1- 0.72722722272222.....

2- 0.78788788878888.....

3- 0.80800800080000...

(basically, try to establish a pattern) :)

Answer 2

ANSWER:

$\frac{5}{7} = 0.714285714285... \: and \\ \frac{9}{11} = 0.818181....$

Therefore, the Three Irrational Numbers are -

1. 0.727227222722227...
2. 0.73098763457654....
3. 0.730776077600078....

HOPE THIS HELPS....