Kinds of Functions
One-One function
A function f:A→B is said to be a one-one function if different elements of A have different images in B.
Many-One function
A function f:A→B is said to be many-one function if two or more elements of set A have the same image in B.
Onto function
A function f:A→B is said to be an onto function if every element of B is the f image of some element of A.
Range of is the codomain of f. Codomain of f is B.
Into function
A function f:A→B is said to be an into function if there exists an element in B having no pre-image in A.
One-one onto function
A function which is one-one as well as onto function.
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