to prove that √11+√13 is irrational solution
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let us assume that √11+√13 is a rational number
so √11+√13 = p/q ( where p and q are integer and co prime where q is not equal to 0 )
s.b.s
[√11+√13]^2 =(p/q)^2
11+13+2√143=p^2/q^2
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