What about (20 + 25)^2 = 2025?
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Actually, it holds in any base system for the square of the number one less than the base. In base 3, (1+1)^2 = 11 base 4, (2+1)^2=21 5 - (3+1)^2=31 etc.
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(10 + 0)^2
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For 100 it is (1+0+0)^2
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(5+1+2)^3 = 512
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So it raised to the power which is equal to the number of digits present? Clever... (2+4+0+1)^4 = 2401
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(2+3+4+2+5+6)^4 = 234256 (3+9+0+6+2+5)^4 = 390625 (6+1+4+6+5+6)^4 = 614656
Thanks. Twitter will use this to make your timeline better. UndoUndo
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Base 10 trivia. Lame.
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Base 10 is so provincial
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