prove that 2√3−1 is an irrational no
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we assume that 2root 3-1 is an rational
we take integers a and b such that
a/b=2root3-1
a/b-2=root3-1
2is a rational number such that
a/b-root3-1 also a rational number by contradicts that root3-1is a irrational number
your assumesen is not correct
we take integers a and b such that
a/b=2root3-1
a/b-2=root3-1
2is a rational number such that
a/b-root3-1 also a rational number by contradicts that root3-1is a irrational number
your assumesen is not correct
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