Question

5. Find a rational number between the two irra.
tional numbers a = 3.64279... and b = 3.65327....

with full explanation please​

Answer 1

1. Question⇒  5. Find a rational number between the two irra.
2. tional numbers a = 3.64279... and b = 3.65327....

Step-by-step explanation:

• There are infinite rational numbers between these two - and finding a rational between them is easy - since they are both rational themselves :
• 3.64279 = \frac{364279}{100,000} and 3.65327 = \frac{364327}{100,000}
• So - even with a denominator of 100,000, then there are
• 364327 - 364279 = 48 rationals :
• \frac{364280}{100,000}
• \frac{364281}{100,000}
• \frac{364282}{100,000}
• …
• \frac{364327}{100,000}
• As you can see - you could increase the denominator to 1,000,000 and you can have another nearly 500 rationals, and increase the denominator again, and again, and again - in-fact you can make the denominator as big as you like, and there will always be rationals to find and no limit to how big the denominator can get.

Answer 2

Hey mate there are many irrational number between given rational number..

3.64343343334333......

It is more than 3.64279....

And less than 3.65327.....

Please mark me as brainliest.