prove that 3 divide by under root 2 is irrational
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Hey Mate ,
Here is the answer ,
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Let 3 be a rational number.
√2
Multiply it with 1 .
3
3 ₓ 1 = 1
√2 3 √2
1 is a rational number as product of two rational numbers is also rational.
√2
This contradicts the fact that √2 is irrational. Hence, our assumption is wrong and 3 is irrational .
√2
Hence, proved.
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