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Proove thatv√3 irrational

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Proove thatv√3 irrational
  • 3 answers

Ayush Kumar 1 year, 11 months ago

H

Saad Chaudhary 1 year, 11 months ago

Let's assume √3 is rational so it's is √3=p/q By squaring both sides (√3)²=(p/q)² 3=p²/q² 3×q²=p² Here p² is the factor of 3 so p is a factor of 3 Now, 3c=p² 3c=3×q² Here 3 is a factor of q so it is irrational

Faheema Faima 2 years ago

a² is divisible by 3 b² is divisible by 3 So √3 is irrational
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