Question

Prove that root p+rootq is an irrational,where p, q are
primes
​

Answer 1

Answer:

Now, x, x2, p, q, & 2 are all rational, and rational numbers are closed under subtraction and division. So, 2(x2−p−q) is rational. But since p and q are both primes, then pq is not a perfect square and therefore pq is not rational. ... So, p and q is irrational, where p and q are distinct primes

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Answer 2

Answer:

I don't know ok because I am In class 7