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prove that root2+root5 is irrational
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if x is rational, then x^2 is rational (x can be expressed in the form a/b, x^2 in the form a^2/b^2) consequently if x^2 is irrational, x cannot be rational let x=sqrt(2)+sqrt(5) x^2=7+sqrt(10) sqrt(10) is irrational therefore sqrt(2)+sqrt(5) is irrational
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