Question

3-√3 is irrational ​

Answer 1

yes 3-√3 is a irrational number please mark this brainliest answer hope this will help you

Answer 2

Prove:

Let that the 3√3 is rational no.

Now , That we can find coprime a and b b is not equal to 0

Such that 3√3 = a/b

Rearranging , we get √3=a/3b is rational no.

But this contradicts the fact √3 is rational .

So, we conclude that 3√3 is rational .

I hope it helps you...if yes then mark it as BRAINLIEST...

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