prove that √p+√q is irrational where pq are primes
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let p =2 , q= 3
√2 is an irrational number
√3 is also an irrational number
either two irrational added , subtracted , multiplied or Divided the result is always irrational
√2+√3 is irrational
√2 is an irrational number
√3 is also an irrational number
either two irrational added , subtracted , multiplied or Divided the result is always irrational
√2+√3 is irrational
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