show that 6 2 is an irrational
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Explanation:
Let 6+root 2 is a rational number then we get that a and b two co-prime integers.
Such that 6+root 2=a/b where b not equal
root 2 = a/b - 6
root 2 =(6-a/b)
Since a and b are two integers.
Therefore (6-a/b)is a rational number and So root also is a rational number.
But it is contradiction to fact root 2 =(6-a/b) is rational number.
So we that 6+root 2 is an irrational number.
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