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Is 3.8 irrational

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Anonymous

∙ 16y ago
Updated: 4/28/2022

An irrational number is one that can NOT be expressed as a fraction, with integer numerator and denominator. 3.8 CAN be expressed as such, namely, 38/10, so it is RATIONAL.

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Wiki User

∙ 16y ago
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\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}\sqrt{38}


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