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Prove that √p+√q is irrational.where p,q are primes |
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Answer» – √pSquaring on both sides we getq = a2 + p - 2a√p=> √p = a2 + p - q/2a which is a contradiction as the right hand SIDE is rational number while √p is irrational. Hence √p + √q is irrational.Plz plz mark me in BRAIN list and LIKE plz plz |
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