can you please prove the Goldbach conjecture. first to solve it legitimately gets brainliest.
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If goldbach conjecture is true, then every even number can be expressed as sum of two prime numbers :
p1+p2=2n
Just to put it straight, write 2n−2 as a sum of two primes (it is possible since 2n−2 is even and you assumed that the Goldbach conjecture holds):
2n−2=p1+p2.
Then:
σ(p1)+σ(p2)=(p1+1)+(p2+1)=p1+p2+2=2n
Hope it helps you.
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