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How many functions are there from s to t in the given case

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Reference no: EM131578025

Question: There are more functions from the real numbers to the real numbers than most of us can imagine. However in discrete mathematics we often work with functions from a finite set S with s elements to a finite set T with t elements. Then there are only a finite number of functions from S to T. How many functions are there from S to T in this case?

Reference no: EM131578025

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