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What's the smallest number expressible as the sum of two cubes in two different ways?
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what u mean by two diffferent ways
What is the smallest positive integer n to satisfy this for a,b,x,y all different.\[\Large n =a^3+b^3 = x^3+y^3\]
For instance 9 =1^3+2^3, but there's no other way to write 9 as the sum of two cubes, only this one way. =)
and a,b , x and y are all positive ?
I believe so.
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\(1729\)
Show your work =)
my work is too lazy =)
Meh, waste of time
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