prove that 1|√2 is an irrational
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step by step explanation
Let as assume 1/√2.
so we can write this number as,
1/√2=a/b ---- 1
Hence, a and b are two coprime numbers and bi is not equal to zero.
simplify the equation 1 multiply by √2, both sides we get .
b= a √2
Here , a and b are integers so b/ a is irrational number.
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