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Finds two irrational number between 2 and 3.
Given: The numbers given are 2 and 3
To do: Find two irrational number between the numbers
Solution:
Multiplying 2 and 3 and taking out their square root
$\sqrt{2\times3}=\sqrt{6}$
So, $\sqrt{6}$ is one number between 2 and 3
Now again taking square root of $\sqrt{6}$ and 3 and multiplying them to find one more number
$\sqrt{\sqrt{6}\times3}$
Therefore the two number between 2 and 3 is;
$\sqrt{6}$ and $\sqrt{\sqrt{6}\times3}$
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