Prove that root 5 is rational number ❤️
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Hey mate here is your answer...
Suppose, √5 is a rational number.
Take two integers a and b, such that a and b are co-prime.
√5 = a/ b
So, a/b is a rational number.
So, √5 is also a rational number.
But we know that √5 is irrational number.
Therefore, our assumption is wrong .
Hence, √5 is irrational number.
Hope it help you... So, Plzz mark my ans as brainliest answer...
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