Prove that:
if a^3+b^3 is a perfect square
then a+b cannot be written as the product of two di...
Mathematics, 18.07.2021 21:30, lavishbre12
Prove that:
if a^3+b^3 is a perfect square
then a+b cannot be written as the product of two distinct primes
In other words
if a^3+b^3=n^2 for n€N
a+b=/=pq , p, q€N and p=\=q
Answers: 3
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