Write a pair of 2 irrational no. Whose product is a rational no.
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Write a pair of 2 irrational number, whose product is a rational number.
▶️They are

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Hope it helps.
Thanks for the question.
here is your answer...
___________________________________
Write a pair of 2 irrational number, whose product is a rational number.
▶️They are
___________________________________
Hope it helps.
Thanks for the question.
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