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Prove root5 - root3 as irrational

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Prove root5 - root3 as irrational
  • 1 answers

Sahith Panga 4 years, 6 months ago

Let us assume that root5-root3 is not an irrational number So root5-root3 is rational number Therefore root5-root3=a/b b=a/root5-root3=a/root5-root3*root5+root3/root5+root3=a(root5+root 3) /2 b=a(root5+root 3)/2 It is impossible since rational number b is equal to irrational number a(root5+root 3)/2 So our assumption is wrong Therefore root 5-root 3is irrational number
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