Question

find two irrational numbers between root 23 and root 24 solve step by step

Answer 1

Heya,
root 23 = 4.79..........
root 24 = 4.89............
a = 4.808008000......
b = 4.87887888......

Hope it helps ✌️✌️

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Answer 2

Answer: The answer is 4.818118111 . . . and 4.866868548 . . ..

Step-by-step explanation:  We are given to find two irrational numbers between √23 and √24.

We know that

$\sqrt{23}=4.79583~.~.~.,\\\\\sqrt{24}=4.89897~.~.~..$

An irrational number is one which have non-repeating and non-recurring digits after the decimal.

For example, the square roots of 23 and 24 as given above are irrational numbers.

So, two irrational numbers between them are given by

$a=4.818118111~.~.~.,\\\\b=4.866868548~.~.~..$

Thus, the two irrational numbers between the square roots of 23 and 24 are 4.818118111 . . . and 4.866868548 . . ..