Prove 3+√2 is irrational
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because p/q is rational if it seems to be 2/1
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Let 3+√2 is rational number.
Therefore...3+√2=p/q(where p and q are coprimes)
√2=p/q-3
but √2 is irrational and p,q are coprimes,it is only possible if 3+√2 is irrational.
Therefore...3+√2=p/q(where p and q are coprimes)
√2=p/q-3
but √2 is irrational and p,q are coprimes,it is only possible if 3+√2 is irrational.
charancherry61p3h6k9:
Thx a lot...
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