Prove that 3/7 √3 an irrational number.
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let, 3+7√3 a rational number. but, we know that, a rational number is never equal with an irrational number. hence, our assumption was wrong. therefore, 3-7√3 is an irrational number
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let, 3+7√3 a rational number. but, we know that, a rational number is never equal with an irrational number. hence, our assumption was wrong. therefore, 3-7√3 is an irrational number
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