prove that root 3+root7 is irrational number
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let 3+√7 is rational number
3+√7 = p/q
√7 = p/q-3
we know that √7 is irrational our contarits not arised p and q are prime so 3+√7 is irrational
3+√7 = p/q
√7 = p/q-3
we know that √7 is irrational our contarits not arised p and q are prime so 3+√7 is irrational
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