Question

How many irrational numbers lie between ✓2&✓3? please explain it with complete steps

Answer 1

Answer:

1. 1.565665666........

2. 1676776777..............

Step-by-step explanation:

We know,

\sqrt{2}  = 1.414...

and,

\sqrt{3}  = 1.732...

So, we can easily find irrational numbers between this, which are:

1. 1.565665666........

2. 1676776777..............

Hope its helpful mark me brainliest

Answer 2

There are infinite irrational numbers lies between
$\sqrt{2} \: and \: \sqrt{3}$

$some \: irrational \: numbers \: between \: \sqrt{2} \: and \: \sqrt{3} \: are$
Since,
Root 2= 1.414
And root 3 = 1.732
Therefore irrational numbers are
1) 1.505005000500000.............
2) 1.51511511151111...........
3) 1.710710071000710000............
And there are infinite irrational irrational numbers