512
Is 512 the only cube with the property that if the digits are reversed, the reverse 215 is a cube minus one?

[QUOTE=enzocreti;547933]Is 512 the only cube with the property that if the digits are reversed, the reverse 215 is a cube minus one?[/QUOTE]
0^3 is a cube. Reversed is 0 and that is 1 less than 1 which is also a cube: 1^3 
[QUOTE=enzocreti;547933]Is 512 the only cube with the property that if the digits are reversed, the reverse 215 is a cube minus one?[/QUOTE]
If you allow for leading zeroes to removed there are infinite many solutions: (8*10^n)^3 == 512*10^(3*n). Reversed it is 000...000215 which is 1 fewer than 6^3 :smile: 
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