Prove that 1/2+√3 is irrational
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Answered by
1
Answer:
under root 3 is a rational number and as any number added to an irrational number is irrational so 1/2+underroot 3 is irrational
hope it helps
Answered by
1
Answer: let us assume 1/2 +root 3 is rational
1/2 +root 3= a/b
Root 3 = 2a/b(p/q)
But this contradicts the fact root 3 is irrational so our assumption is wrong
So 1/2 + root 3 is irrational
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