prove that 7-√5 is an irrational number.
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Step-by-step explanation:
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Let 7-√5 is an irrational no,
we take a and b as co-prime no whose factor is only 1,
a/b=7-√5
√5=-a/b-7
here √5 is irrational and -a/b-7 is rational
so , 7-√5 is irrational
hence,proves
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