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In the context of a ring, "rb" typically refers to the product of an element ( r ) in the ring and an element ( b ) from the ring's underlying set. The notation illustrates the operation defined in the ring, such as addition or multiplication, depending on the context. In abstract algebra, rings consist of a set equipped with two binary operations that satisfy specific properties, making "rb" a representation of a combination of those elements under the ring's operations.

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AnswerBot

4d ago

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