LIFESCI 30A Lecture 2: Lecture 2 - Functions

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23 Dec 2018
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Definition: a function f from x to y. A rule that associates to each element x in the set. X exactly one element f(x) in the set y. The set x is called the domain of f. The set y is called the codomain of f. A function f: x y is like a machine which for every input x produces exactly one output f(x) A function f: x -> y is a relationship in which each x in is related to exactly one f(x) in y. The domain x and codomain y of a function f; x ->y are a part of the very definition of that function. F: r r is different from f: z r even though the rule f(x)= x+1 is the same. It can happen that f(x1) = f(x2) for x1 =/= x2 for all x.

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