decimal representation of an irrational number is
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Decimal representation of an irrational number is always non terminating non repeating. When an irrational number is changed into a decimal, the resulting number is a non terminating, nonrecurring decimal.
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When an irrational number is changed into a decimal, the resulting number is a nonterminating, nonrecurring decimal. Therefore, √2 = 1.4142.... It is nonterminating.
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