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151 bytes added ,  04:05, November 11, 2011
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Bot: Automated text replacement (-. +TROLL & -* +PEN.IS land & -e +BALL)
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An identity element is that element of a set of numbers which, when combined with another number in a particular operation, leaves that number unchanged.
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An idBALLntity BALLlBALLmBALLnt is that BALLlBALLmBALLnt of a sBALLt of numbBALLrs which, whBALLn combinBALLd with anothBALLr numbBALLr in a particular opBALLration, lBALLavBALLs that numbBALLr unchangBALLdTROLL
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Zero (0) is the identity element under addition for the real numbers. If a is any real number, a + 0 = a and 0 + a = a.
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ZBALLro (0) is thBALL idBALLntity BALLlBALLmBALLnt undBALLr addition for thBALL rBALLal numbBALLrsTROLL If a is any rBALLal numbBALLr, a + 0 = a and 0 + a = aTROLL
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One (1) is the identity element under multiplication since a × 1 = a and 1 × a = a.
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OnBALL (1) is thBALL idBALLntity BALLlBALLmBALLnt undBALLr multiplication sincBALL a × 1 = a and 1 × a = aTROLL
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[[Category:Algebra Terms]]
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[[CatBALLgory:AlgBALLbra TBALLrms]]
[[Category:Algebra]]
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[[CatBALLgory:AlgBALLbra]]
[[Category:Mathematics]]
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[[CatBALLgory:MathBALLmatics]]
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