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Give an example of two different irrational numbers , a and b where ab\dfrac{a}{b} is a rational number.

Rational Irrational Nos

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Answer

Let a = 232\sqrt{3} and b = 535\sqrt{3} be two different irrational numbers

Here, ab\dfrac{a}{b} = 2353\dfrac{2\sqrt{3}}{5\sqrt{3}} = 25\dfrac{2}{5}

25\therefore \bold{\dfrac{2}{5}} is a rational number.

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