Write two rational and irrational numbers between√4 and √9.
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Actually There are infinite uncountable irrational numbers between 4 &9
Take any prime number whose square root is greater than 4 and less than 9, Put it into under root. There you are.
e.g.
√17 since 4<√17<9
Another approach
√24 = 2√2√3
And
√π^3 = π√π
e^3
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