## Find five irrational numbers between 2/5 and 3/5

Question

Find five irrational numbers between 2/5 and 3/5

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2 weeks 2021-09-14T13:11:20+00:00 2 Answers 0 views 0

1. We have been asked to find 5 irrational numbers between .

Irrational numbers :

• Numbers that cannot be written in p by q form.
• They are non terminating i.e the quotient never ends
• They are non recurring i.e the digits in the quotation are never repeating.

To find two irrationals between two given fractions ; we need to follow the given steps :

1. Simplify the fractions
2. After simplification ; we can take any numbers that lie between the two numbers we have got.

Following the information above ; we will solve the given problem.

Now , we can take any numbers ranging from 0.4 to 0.6 with respect to the fact that we have to take numbers that are non recurring.

Eg :

1. 0.4173748957439384
2. 0.53728299284878
3. 0.491637383486273940571
4. 0.5918262737
5. 0.5263894944
6. 0.5374748849

2/5=0.4

3/5=0.6

An Irrational number is non terminating and non repeating

0.10100100010000….

0.120120012000120000….

0.350350035000350000….

0.410410041000410000….

0.560560056000560000….

Hope it helps you!