prove that3√3is a irrational number
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the answer is
Step-by-step explanation:
Let 3√3 be a rational number say r . (1/3) r is a rational number because product of two rational number is a rational number is a rational number. ⇒ √3 is a rational number but √3 is not a rational number . Therefore our assumption 3√3 is a rational number is wrong.
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