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The document discusses composition of functions. Composition of functions involves taking the output of one function as the input of another. Specifically, if g is a function of Q and f is a function of P, then the composition is a function R of P, where R=g(f(P)). The composition is associative, meaning P.(Q.R)=(P.Q).R. The document then defines one-to-one functions as those where each element of the domain has a unique image in the range, and onto functions as those where two or more domain elements can m

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