Can't we prove 1/√3 as irational as follow:
1/√3=1/√3×√3/√3
√3/3
√3/3=p/q
√3=3p/q
Where 3p/q is rational. So √3is rational but by the fact √3is irrational thus our consumption is wrong
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yes, it is right. You can do it.
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